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compose-audit refresh 2026-08-26 23:25 UTC

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README.md CHANGED
@@ -11,7 +11,7 @@ tags:
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  # Compose-audit: putting the alignment map and the merging payoff on the SAME real models
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- _Generated 2026-08-26 22:07 UTC · training-free · code: `/root/compose-audit` · operators/aligners/metrics imported unmodified from `mergeschool.core` (`/root/mergeability`, treated as read-only)._
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  ## Read this first: what substrate, and what metric
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@@ -34,14 +34,14 @@ _Generated 2026-08-26 22:07 UTC · training-free · code: `/root/compose-audit`
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  ## Headline findings
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- 1. **Naive averaging of two seed-only-different real LMs is catastrophic, at every size.** Δfloor 14m: +32.4 · 31m: +20.4 · 70m: +20.2 · 160m: +9.0 · 410m: +6.5 nats/token against parent floors of 3–4.4 nats/token, i.e. above the uniform-over-vocabulary reference of 10.8 for all but the largest. n = 36 / 36 / 36 / 36 / 14 pairs.
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- 2. **Unit alignment removes a large fraction of that gap and still does not produce a usable model.** The exactly function-preserving permutation rung removes 14m: 70% · 31m: 48% · 70m: 44% · 160m: 23% · 410m: 7% — leaving 9.6 · 9.6 · 11.0 · 6.8 · 6.0 nats/token above the better parent, i.e. an absolute 14.0 · 13.5 · 14.6 · 10.0 · 9.0 nats/token against parent floors of 3.0–4.4 and a uniform-over-vocabulary reference of 10.8. At 14m, 31m, 70m the aligned merge is still *worse than predicting uniformly over the vocabulary*; at the larger sizes it is below that line but still 2–3x the parent's loss. (A Procrustes rung is also reported, but it is **not** function-preserving on LayerNorm transformers — see Validation — so the coordinate claim rests on the permutation rung.)
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- 3. **The rescue shrinks monotonically with scale** (14m: 70% → 410m: 7% on the exact rung) while the naive gap shrinks too — so the coordinate-removable share of the obstruction is falling in exactly the direction the field is scaling. (Per-size n is listed in (1); the largest sizes carry the fewest pairs, so read the trend from the sizes with complete 36-pair grids and treat the largest as directional.)
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- 4. **The likelihood rescue does not transfer to accuracy.** On pythia-14m (n=36), parents average 0.652 on BLiMP; the naive merge 0.518 and the aligned merge 0.544, against chance 0.500. A ~70% Δfloor rescue buys ~0.026 accuracy. Pairwise, the two rescues are uncorrelated.
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  5. **On the real bilingual-composition models the merge fails and alignment does not rescue it.** Goldfish eng×{nld,spa,ell,pol}: naive Δfloor on English text +0.91 nats/byte against a 0.81 floor; the best M1 rung +0.90. The binding constraint is the **vocabulary**, not the coordinate frame — the English tokenizer UNK-s 45% of Greek and 11% of Polish, and no permutation or rotation can address that. Anchoring on the partner language instead (whose tokenizers handle English at <0.1% UNK) removes that wall and the merge still fails.
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  5b. **Give alignment a shared vocabulary and it finally does something — still not enough.** Merging two *bilingual* B-GPT models of the same language pair (~94% tokenizer overlap instead of 13–28%), vocabulary transport plus unit alignment moves MultiBLiMP from 0.618 to 0.655 and Δfloor from +1.04 to +0.87 nats/byte. The parents are at 0.96 and Δfloor 0. This is the clean decomposition: vocabulary is the wall in SET 4, and independent training is the wall behind it.
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  6. **…and the accuracy dissociation runs the other way there.** The same likelihood-destroyed Goldfish merges retain 0.68 on MultiBLiMP-English (parent 0.96, chance 0.50). Δfloor and benchmark accuracy dissociate in **both** directions; neither implies the other.
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- 7. **P0-2: the pre-merge predictors do not reliably predict the realised rescue.** Held out by seed pair, with a seed-cluster permutation null and BH within the five-predictor family the audit brief itself names: **1 of 20 cells significant** (pythia-70m, coordinate share (block-normalised / permutation), AUROC 0.81, q=0.050). The carrying predictor is the coordinate share, whose held-out AUROC across the substrates is 14m: 0.48 · 31m: 0.71 · 70m: 0.81 · 160m: 0.61 · 410m: 0.61 — i.e. it does not replicate. Nothing survives BH across the wider exploratory family either. Reported as the negative transfer result it is.
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  8. **The residual obstruction is not coordinate.** A same-basin control (the 160M Pythia data-seed / weight-seed ablations, weight cosine 0.56 against 0.02 for two PolyPythia seeds) still pays ~3.1 nats/token to a naive average, and alignment removes only a few percent of it — correctly, since there is no coordinate mismatch left. Merging is not free even inside a basin, and what remains after alignment is not something the permutation group describes.
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  9. **This is not an under-trying artifact.** REPAIR-style statistics correction on top of the alignment — the strongest training-free merge here — improves the likelihood further and still leaves BLiMP near chance.
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@@ -103,17 +103,17 @@ Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **20.17**, permut
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  Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **8.99**, permutation-aligned **6.76** nats/token.
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- ### pythia-410m — 14 seed pairs · mean parent floor **2.984** nats/token · uniform-over-vocabulary reference **10.826** nats/token
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  | rung | n | mean nats/tok | mean Δfloor | median Δfloor | best Δfloor | beats naive | % of naive Δfloor removed |
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  |---|---|---|---|---|---|---|---|
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- | M0_naive_avg | 14 | 9.43 | 6.45 | 6.46 | 5.95 | 0/14 | 0.0% |
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- | M1_perm_avg | 14 | 8.96 | 5.98 | 5.87 | 5.56 | 11/14 | 7.1% |
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- | M1_orth_avg | 14 | 9.01 | 6.02 | 6.00 | 5.44 | 12/14 | 6.5% |
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- | M2_task_arith | 14 | 14.19 | 11.20 | 11.88 | 5.28 | 1/14 | -73.8% |
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- | M3_ties | 14 | 13.07 | 10.09 | 10.23 | 9.32 | 0/14 | -56.7% |
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- Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **6.47**, permutation-aligned **5.96** nats/token.
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  **What this says.**
@@ -189,7 +189,7 @@ orthogonal row.
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  | pythia-31m | 36 | 3.94 | 20.35 | 47.7% | 46.4% | 57.4% | 0.632 | 0.380 | 0.0645 |
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  | pythia-70m | 36 | 3.63 | 20.16 | 43.9% | 50.4% | 55.1% | 0.671 | 0.428 | 0.0793 |
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  | pythia-160m | 36 | 3.25 | 8.99 | 23.5% | 30.3% | 32.0% | 0.747 | 0.761 | 0.0867 |
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- | pythia-410m | 14 | 2.98 | 6.45 | 7.1% | 6.5% | 9.2% | 0.476 | 0.427 | 0.0371 |
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  Read the **permutation** column: it is the one that is exactly function-preserving (see Validation
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  above). The Procrustes column is shown for completeness but on GPTNeoX that map damages the model it
@@ -311,7 +311,7 @@ block-normalised weight distance. `M1d/M1e` force the residual factor in regardl
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  ## The accuracy test · does the likelihood rescue transfer? (BLiMP, SET 1)
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- PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges. Scoring is the standard minimal-pair comparison: total log p over the sentence, correct when the grammatical member scores higher. **Chance = 0.500.** Same merges, same alignment, same pairs as the Δfloor tables above.
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  | substrate | n pairs | mean parent acc | better-parent ceiling | M0 naive | M1 permutation | M1 Procrustes | best rung, % of the parents' above-chance margin retained |
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  |---|---|---|---|---|---|---|---|
@@ -319,6 +319,7 @@ PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges.
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  | pythia-31m | 36 | 0.691 | 0.698 | 0.526 | 0.536 | 0.537 | 25.2% |
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  | pythia-70m | 36 | 0.717 | 0.722 | 0.516 | 0.541 | 0.542 | 24.4% |
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  | pythia-160m | 36 | 0.772 | 0.776 | 0.532 | 0.537 | 0.539 | 19.3% |
 
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  **This is the result the audit asked for, and it is negative.** On pythia-14m the permutation
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  alignment removes ~70% of the naive merge's Δfloor in nats/token — and the merged model still scores
@@ -328,9 +329,11 @@ is not a caveat to add to a positive result here; on this substrate it is the re
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  **And the two quantities are flat against each other across the whole scale ladder.** The share of
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  the naive Δfloor that alignment removes falls from ~70% at 14M to ~11% at 410M — a sixfold change.
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- The share of the parents' above-chance BLiMP margin that the merged model retains does not track it
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- at all: it sits at roughly a fifth at 14M, 31M and 70M and drops at 160M. Whatever the likelihood
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- rescue is buying, it is not this benchmark, and the amount of it makes almost no difference.
 
 
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  Pair by pair, does the size of the likelihood rescue predict the size of the accuracy rescue? (Spearman, over seed pairs within a size.)
@@ -341,6 +344,7 @@ Pair by pair, does the size of the likelihood rescue predict the size of the acc
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  | pythia-31m | 36 | -0.166 | 12.25 | 0.0211 |
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  | pythia-70m | 36 | 0.169 | 11.43 | 0.0361 |
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  | pythia-160m | 36 | 0.051 | 2.97 | 0.0179 |
 
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  ## Did we try hard enough? · REPAIR on top of the alignment
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@@ -363,11 +367,11 @@ The obvious objection to a negative merging result is that averaging is a weak m
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  | pythia-70m | 36 | M4_perm_repair | 10.68 | 8.23 | 0.537 | 16.7% |
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  | pythia-70m | 36 | M5_naive_repair | 19.52 | 18.99 | 0.516 | 7.2% |
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  | pythia-70m | 36 | **parents** | 0.00 | 0.00 | 0.722 | 100.0% |
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- | pythia-160m | 33 | M0_naive_avg | 8.97 | 8.45 | 0.532 | 11.5% |
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- | pythia-160m | 33 | M1_perm_avg | 6.78 | 6.47 | 0.539 | 14.0% |
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- | pythia-160m | 33 | M4_perm_repair | 6.85 | 6.34 | 0.534 | 12.3% |
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- | pythia-160m | 33 | M5_naive_repair | 8.65 | 8.51 | 0.525 | 9.2% |
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- | pythia-160m | 33 | **parents** | 0.00 | 0.00 | 0.776 | 100.0% |
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  REPAIR does help the likelihood — it is the best training-free merge in this report, taking a further
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  bite out of the aligned merge's Δfloor (on pythia-14m, 9.61 → 7.88 nats/token, a further 18%). **And
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  | pythia-14m | 36 | flores_eng | 4.38 | 32.43 | 9.61 | 69.9% |
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  | pythia-14m | 36 | pile_10k | 4.19 | 32.95 | 10.23 | 68.4% |
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  | pythia-14m | 36 | wikitext103_val | 4.98 | 32.95 | 10.48 | 67.7% |
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- | pythia-160m | 28 | flores_eng | 3.25 | 8.84 | 6.72 | 22.6% |
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- | pythia-160m | 28 | pile_10k | 3.15 | 9.22 | 7.45 | 17.7% |
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- | pythia-160m | 28 | wikitext103_val | 3.25 | 9.41 | 8.05 | 13.3% |
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- **It is not a corpus artifact.** The parent floors move with domain, as they should, but the naive Δfloor, the aligned Δfloor and the rescue fraction are stable across all three corpora — including the in-distribution Pile sample. The merge penalty is a property of the merge, not of the evaluation set.
 
 
 
 
 
 
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  ## The operator practitioners actually use · SLERP
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  | pythia-31m | 36 | M6_slerp | 41.38 | 0.521 |
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  | pythia-31m | 36 | M7_perm_slerp | 19.32 | 0.529 |
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  | pythia-31m | 36 | **parents** | 0.00 | 0.698 |
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- | pythia-70m | 1 | M0_naive_avg | 16.51 | 0.568 |
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- | pythia-70m | 1 | M1_perm_avg | 16.04 | 0.538 |
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- | pythia-70m | 1 | M6_slerp | 39.21 | 0.538 |
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- | pythia-70m | 1 | M7_perm_slerp | 29.95 | 0.526 |
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- | pythia-70m | 1 | **parents** | 0.00 | 0.731 |
 
 
 
 
 
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  **SLERP is worse than a plain average here, not better.** Walking the great circle between two
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  parameter sets that are essentially orthogonal interpolates their *directions*, and between two
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  independently initialised networks there is no meaningful direction to interpolate — so it inherits
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- the naive merge's failure and adds to it. Applied *after* unit alignment it comes back to roughly
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- where the aligned average already was. Two things follow. First, the field's default recipe does not
 
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  rescue the composition case, so "practitioners do it differently" is not an escape from this result.
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  Second, the ordering is the same as everywhere else in this report: **alignment is what moves the
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  number, and the choice of operator on top of it barely matters.**
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  | substrate | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q (within family) |
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  |---|---|---|---|---|---|---|---|
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- | pythia-14m | weight cosine | 36 | 0.095 | 0.549 | 0.501 | 0.316 | 0.575 |
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- | pythia-14m | coordinate share (block-normalised / permutation) | 36 | -0.009 | 0.478 | 0.503 | 0.596 | 0.701 |
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- | pythia-14m | CKA (mean over layers / unaligned) | 36 | -0.013 | 0.605 | 0.499 | 0.151 | 0.379 |
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- | pythia-14m | QMD (quotient_residual / permutation) | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.220 |
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- | pythia-14m | task-vector cosine | 36 | 0.131 | 0.580 | 0.498 | 0.223 | 0.447 |
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- | pythia-160m | weight cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.187 |
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- | pythia-160m | coordinate share (block-normalised / permutation) | 36 | -0.015 | 0.614 | 0.501 | 0.176 | 0.391 |
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  | pythia-160m | CKA (mean over layers / unaligned) | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 0.987 |
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- | pythia-160m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.525 | 0.500 | 0.415 | 0.593 |
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- | pythia-160m | task-vector cosine | 36 | 0.049 | 0.454 | 0.502 | 0.657 | 0.730 |
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- | pythia-31m | weight cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.187 |
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- | pythia-31m | coordinate share (block-normalised / permutation) | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.187 |
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- | pythia-31m | CKA (mean over layers / unaligned) | 36 | 0.100 | 0.546 | 0.503 | 0.345 | 0.575 |
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- | pythia-31m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.444 | 0.500 | 0.722 | 0.760 |
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- | pythia-31m | task-vector cosine | 36 | -0.123 | 0.481 | 0.499 | 0.577 | 0.701 |
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- | pythia-410m | weight cosine | 14 | -0.125 | 0.510 | | | |
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- | pythia-410m | coordinate share (block-normalised / permutation) | 14 | 0.244 | 0.612 | | | |
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- | pythia-410m | CKA (mean over layers / unaligned) | 14 | 0.235 | 0.612 | | | |
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- | pythia-410m | QMD (quotient_residual / permutation) | 14 | -0.134 | 0.551 | | | |
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- | pythia-410m | task-vector cosine | 14 | -0.103 | 0.531 | | | |
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- | pythia-70m | weight cosine | 36 | 0.089 | 0.491 | 0.500 | 0.517 | 0.689 |
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- | pythia-70m | coordinate share (block-normalised / permutation) | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.050 |
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- | pythia-70m | CKA (mean over layers / unaligned) | 36 | 0.495 | 0.654 | 0.501 | 0.113 | 0.323 |
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- | pythia-70m | QMD (quotient_residual / permutation) | 36 | -0.494 | 0.676 | 0.501 | 0.089 | 0.298 |
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- | pythia-70m | task-vector cosine | 36 | 0.071 | 0.543 | 0.502 | 0.390 | 0.593 |
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  ### The exploratory table
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  | substrate | outcome | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q |
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  | pythia-14m | rescue_frac | bnd_perm | 36 | 0.012 | 0.296 | 0.497 | 0.981 | 1.000 |
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- | pythia-14m | rescue_frac | qmd_orth | 36 | 0.093 | 0.676 | 0.497 | 0.037 | 0.298 |
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- | pythia-14m | rescue_frac | qmd_perm | 36 | 0.077 | 0.664 | 0.498 | 0.051 | 0.298 |
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- | pythia-14m | rescue_frac | qmd_act_perm | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.298 |
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- | pythia-14m | rescue_frac | qmd_act_procrustes | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.298 |
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- | pythia-14m | rescue_frac | cka_last | 36 | -0.478 | 0.651 | 0.499 | 0.067 | 0.316 |
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- | pythia-14m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.254 | 0.620 | 0.501 | 0.114 | 0.318 |
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- | pythia-31m | rescue_frac | bnd_perm | 36 | -0.490 | 0.750 | 0.506 | 0.011 | 0.298 |
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- | pythia-31m | rescue_frac | coord_share_bnd_perm | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.298 |
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- | pythia-31m | rescue_frac | weight_cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.298 |
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- | pythia-31m | rescue_frac | d_raw | 36 | -0.321 | 0.704 | 0.505 | 0.025 | 0.298 |
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- | pythia-31m | rescue_frac | bnd_raw | 36 | -0.391 | 0.701 | 0.506 | 0.032 | 0.298 |
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- | pythia-31m | rescue_frac | qmd_perm | 36 | -0.493 | 0.691 | 0.505 | 0.048 | 0.298 |
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- | pythia-31m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.403 | 0.707 | 0.505 | 0.035 | 0.298 |
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- | pythia-70m | rescue_frac | coord_share_bnd_perm | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.177 |
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- | pythia-70m | rescue_frac | bnd_perm | 36 | -0.404 | 0.787 | 0.501 | 0.003 | 0.177 |
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- | pythia-70m | rescue_frac | coord_share_orth | 36 | 0.341 | 0.722 | 0.497 | 0.033 | 0.298 |
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- | pythia-70m | rescue_frac | qmd_orth | 36 | -0.373 | 0.713 | 0.497 | 0.067 | 0.316 |
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- | pythia-70m | rescue_frac | coord_share_perm | 36 | 0.356 | 0.698 | 0.500 | 0.065 | 0.316 |
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- | pythia-70m | rescue_frac | qmd_perm | 36 | -0.357 | 0.688 | 0.500 | 0.084 | 0.316 |
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- | pythia-70m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.387 | 0.688 | 0.499 | 0.080 | 0.316 |
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  | pythia-160m | rescue_frac | bnd_raw | 36 | 0.083 | 0.250 | 0.496 | 0.984 | 1.000 |
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  | pythia-160m | rescue_frac | bnd_perm | 36 | 0.040 | 0.253 | 0.496 | 0.974 | 1.000 |
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  | pythia-160m | rescue_frac | cka_mean | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 1.000 |
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- | pythia-160m | rescue_frac | weight_cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.298 |
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- | pythia-160m | rescue_frac | qmd_orth | 36 | -0.439 | 0.704 | 0.498 | 0.052 | 0.298 |
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- | pythia-160m | rescue_frac | bnd_orth | 36 | -0.047 | 0.306 | 0.497 | 0.925 | 0.983 |
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- | pythia-160m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.331 | 0.642 | 0.499 | 0.130 | 0.323 |
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- | pythia-410m | rescue_frac | d_raw | 14 | 0.059 | 0.286 | | | |
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- | pythia-410m | rescue_frac | weight_cosine_bn | 14 | -0.420 | 0.633 | | | |
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- | pythia-410m | rescue_frac | bnd_perm | 14 | -0.156 | 0.633 | | | |
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- | pythia-410m | rescue_frac | cka_last | 14 | 0.077 | 0.367 | | | |
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- | pythia-410m | rescue_frac | bnd_raw | 14 | -0.152 | 0.612 | | | |
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- | pythia-410m | rescue_frac | bnd_orth | 14 | -0.152 | 0.612 | | | |
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- | pythia-410m | rescue_frac | MULTIVARIATE_ridge_all | 14 | -0.525 | 0.245 | | | |
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  | pythia-14m | dfloor_M1best | bnd_orth | 36 | -0.000 | 0.204 | 0.502 | 1.000 | 1.000 |
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  | pythia-14m | dfloor_M1best | bnd_perm | 36 | -0.002 | 0.222 | 0.502 | 0.997 | 1.000 |
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- | pythia-14m | dfloor_M1best | coord_share_orth | 36 | -0.457 | 0.738 | 0.495 | 0.015 | 0.298 |
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- | pythia-14m | dfloor_M1best | coord_share_perm | 36 | -0.445 | 0.735 | 0.495 | 0.016 | 0.298 |
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- | pythia-14m | dfloor_M1best | qmd_orth | 36 | 0.438 | 0.725 | 0.496 | 0.021 | 0.298 |
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  | pythia-14m | dfloor_M1best | coord_share_bnd_perm | 36 | -0.155 | 0.290 | 0.503 | 0.977 | 1.000 |
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- | pythia-14m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.539 | 0.778 | 0.497 | 0.003 | 0.177 |
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- | pythia-31m | dfloor_M1best | qmd_orth | 36 | 0.289 | 0.670 | 0.502 | 0.101 | 0.316 |
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- | pythia-31m | dfloor_M1best | coord_share_orth | 36 | -0.271 | 0.670 | 0.503 | 0.103 | 0.316 |
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- | pythia-31m | dfloor_M1best | qmd_perm | 36 | 0.243 | 0.633 | 0.503 | 0.166 | 0.356 |
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- | pythia-31m | dfloor_M1best | coord_share_perm | 36 | -0.230 | 0.633 | 0.503 | 0.166 | 0.356 |
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- | pythia-31m | dfloor_M1best | bnd_raw | 36 | 0.163 | 0.633 | 0.503 | 0.132 | 0.323 |
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- | pythia-31m | dfloor_M1best | bnd_orth | 36 | 0.114 | 0.611 | 0.501 | 0.186 | 0.373 |
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- | pythia-31m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | -0.111 | 0.500 | 0.501 | 0.516 | 0.671 |
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- | pythia-70m | dfloor_M1best | coord_share_bnd_perm | 36 | 0.529 | 0.713 | 0.501 | 0.037 | 0.298 |
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- | pythia-70m | dfloor_M1best | bnd_perm | 36 | -0.485 | 0.704 | 0.502 | 0.033 | 0.298 |
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- | pythia-70m | dfloor_M1best | cka_last | 36 | 0.476 | 0.691 | 0.499 | 0.090 | 0.316 |
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- | pythia-70m | dfloor_M1best | cka_mean | 36 | 0.427 | 0.667 | 0.501 | 0.105 | 0.316 |
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- | pythia-70m | dfloor_M1best | qmd_act_perm | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.316 |
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- | pythia-70m | dfloor_M1best | qmd_act_procrustes | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.316 |
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- | pythia-70m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.386 | 0.599 | 0.500 | 0.207 | 0.376 |
729
  | pythia-160m | dfloor_M1best | weight_cosine | 36 | -0.195 | 0.284 | 0.504 | 0.962 | 1.000 |
730
- | pythia-160m | dfloor_M1best | cka_last | 36 | 0.476 | 0.701 | 0.497 | 0.040 | 0.298 |
731
- | pythia-160m | dfloor_M1best | cka_mean | 36 | -0.270 | 0.685 | 0.500 | 0.111 | 0.318 |
732
- | pythia-160m | dfloor_M1best | bnd_orth | 36 | -0.371 | 0.660 | 0.500 | 0.081 | 0.316 |
733
- | pythia-160m | dfloor_M1best | d_raw | 36 | 0.273 | 0.349 | 0.503 | 0.910 | 0.974 |
734
- | pythia-160m | dfloor_M1best | bnd_raw | 36 | -0.278 | 0.648 | 0.501 | 0.119 | 0.318 |
735
- | pythia-160m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.584 | 0.759 | 0.497 | 0.018 | 0.298 |
736
- | pythia-410m | dfloor_M1best | qmd_act_ot | 14 | 0.420 | 0.837 | | | |
737
- | pythia-410m | dfloor_M1best | cka_mean | 14 | -0.323 | 0.816 | | | |
738
- | pythia-410m | dfloor_M1best | qmd_act_perm | 14 | 0.380 | 0.796 | | | |
739
- | pythia-410m | dfloor_M1best | qmd_act_procrustes | 14 | 0.380 | 0.796 | | | |
740
- | pythia-410m | dfloor_M1best | task_vector_cosine | 14 | -0.125 | 0.245 | | | |
741
- | pythia-410m | dfloor_M1best | d_raw | 14 | -0.270 | 0.306 | | | |
742
- | pythia-410m | dfloor_M1best | MULTIVARIATE_ridge_all | 14 | 0.429 | 0.755 | | | |
743
 
744
  ### Does a predictor fitted on one substrate transfer to another?
745
 
@@ -747,31 +763,31 @@ Leave-one-**size**-out. Predictors are standardised *within* size first, so a pr
747
 
748
  | predictor | outcome | held-out substrate | n | AUROC | null mean | perm p | BH q |
749
  |---|---|---|---|---|---|---|---|
750
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-14m | 36 | 0.414 | 0.500 | 0.814 | 0.966 |
751
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-160m | 36 | 0.654 | 0.499 | 0.048 | 0.220 |
752
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-31m | 36 | 0.685 | 0.495 | 0.024 | 0.175 |
753
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-410m | 14 | 0.531 | 0.498 | 0.446 | 0.737 |
754
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-70m | 36 | 0.556 | 0.502 | 0.292 | 0.664 |
755
- | coord_share_bnd_perm | rescue_frac | pythia-14m | 36 | 0.515 | 0.500 | 0.459 | 0.737 |
756
- | coord_share_bnd_perm | rescue_frac | pythia-160m | 36 | 0.506 | 0.500 | 0.473 | 0.737 |
757
- | coord_share_bnd_perm | rescue_frac | pythia-31m | 36 | 0.710 | 0.502 | 0.016 | 0.133 |
758
- | coord_share_bnd_perm | rescue_frac | pythia-410m | 14 | 0.612 | 0.492 | 0.252 | 0.664 |
759
- | coord_share_bnd_perm | rescue_frac | pythia-70m | 36 | 0.806 | 0.497 | 0.002 | 0.100 |
760
- | qmd_act_perm | rescue_frac | pythia-14m | 36 | 0.657 | 0.497 | 0.047 | 0.220 |
761
- | qmd_act_perm | rescue_frac | pythia-160m | 36 | 0.512 | 0.497 | 0.444 | 0.737 |
762
- | qmd_act_perm | rescue_frac | pythia-31m | 36 | 0.525 | 0.506 | 0.446 | 0.737 |
763
- | qmd_act_perm | rescue_frac | pythia-410m | 14 | 0.571 | 0.501 | 0.347 | 0.713 |
764
- | qmd_act_perm | rescue_frac | pythia-70m | 36 | 0.676 | 0.501 | 0.045 | 0.220 |
765
- | cka_mean | rescue_frac | pythia-14m | 36 | 0.599 | 0.497 | 0.150 | 0.526 |
766
- | cka_mean | rescue_frac | pythia-160m | 36 | 0.478 | 0.498 | 0.570 | 0.792 |
767
- | cka_mean | rescue_frac | pythia-31m | 36 | 0.540 | 0.500 | 0.357 | 0.713 |
768
- | cka_mean | rescue_frac | pythia-410m | 14 | 0.612 | 0.501 | 0.287 | 0.664 |
769
- | cka_mean | rescue_frac | pythia-70m | 36 | 0.346 | 0.498 | 0.950 | 0.980 |
770
- | weight_cosine | rescue_frac | pythia-14m | 36 | 0.580 | 0.498 | 0.217 | 0.664 |
771
- | weight_cosine | rescue_frac | pythia-160m | 36 | 0.704 | 0.496 | 0.013 | 0.130 |
772
- | weight_cosine | rescue_frac | pythia-31m | 36 | 0.704 | 0.497 | 0.011 | 0.130 |
773
- | weight_cosine | rescue_frac | pythia-410m | 14 | 0.510 | 0.493 | 0.484 | 0.737 |
774
- | weight_cosine | rescue_frac | pythia-70m | 36 | 0.494 | 0.501 | 0.547 | 0.782 |
775
 
776
  **SET 4, held out by language pair.** n = 4 language pairs. This is far too few for an AUROC or a permutation null; only the rank correlation is reported, and it should be read as descriptive, not inferential.
777
 
@@ -798,20 +814,21 @@ Leave-one-**size**-out. Predictors are standardised *within* size first, so a pr
798
 
799
  ### What P0-2 comes to
800
 
801
- **The confirmatory family gives 1 significant cell out of
802
- 20 tested** (BH q < 0.05 within the family):
803
 
804
- - pythia-70m · coordinate share (block-normalised / permutation) · AUROC 0.806 · q = 0.050
 
 
 
 
805
 
806
- That is a real effect and it should not be rounded down to zero. It should also not be rounded up.
807
- The predictor that carries it is the **coordinate share** — exactly the quantity the manuscript's
808
- thesis is about — and the honest summary is:
809
 
810
- - **It does not replicate across substrates.** The same predictor's held-out AUROC ranges from ~0.48
811
- (chance, and slightly the wrong way) to 0.81 across four complete 36-pair grids of the *same*
812
- model family differing only in size. A quantity that lands anywhere in that range depending on
813
- which substrate you happen to test is not a validated instrument for "representational alignment
814
- predicts merging", however encouraging its best cell looks.
815
  - **The exploratory table looks better than the confirmatory one, and that is the point of having
816
  both.** Across ~150 predictor × substrate × outcome cells there are plenty of AUROCs in the
817
  0.70–0.81 range with raw permutation p below 0.05; none survives BH across that family. Quoting
@@ -894,13 +911,13 @@ general.
894
  | SET 1 Δfloor · pythia-31m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
895
  | SET 1 Δfloor · pythia-70m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
896
  | SET 1 Δfloor · pythia-160m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
897
- | SET 1 Δfloor · pythia-410m | 14/15 seed pairs | partial | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
898
  | SET 1 control · pythia-160m-data | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
899
  | SET 1 control · pythia-160m-weight | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
900
- | SET 1 accuracy · BLiMP | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36 | RAN | 67 paradigms from `nyu-mll/blimp`, minimal-pair sentence-logprob scoring, on the SAME merges |
901
- | SET 1 · corpus robustness | pythia-14m: 36/36, pythia-160m: 28/36 | RAN | same pairs and merges re-scored on FLORES-200 eng, NeelNanda/pile-10k and WikiText-103 validation |
902
- | SET 1 · SLERP rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 1/36 | RAN | M6 SLERP and M7 permutation-aligned SLERP on the same pairs; Δfloor and BLiMP |
903
- | SET 1 · REPAIR rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 33/36 | RAN | M4 = permutation-aligned average + pre-activation statistics repair; M5 = naive + repair; Δfloor and BLiMP on the same merges |
904
  | SET 4 Δfloor · English-anchored | 4/4 language pairs (nld_Latn, spa_Latn, ell_Grek, pol_Latn) | complete | M0 naive · M1a vocab-transport · M1b/c vocab+unit-aligned · M1d/e forced-residual · M1f units-only · M1g/h embedding-row Procrustes |
905
  | SET 4 Δfloor · partner-anchored (reverse) | 4/4 language pairs | complete | same rungs, roles swapped |
906
  | SET 4 accuracy · MultiBLiMP 1.0 | 4/4 language pairs | RAN | `jumelet/multiblimp`, English + partner, on the SAME merges; UNK rate reported per cell |
@@ -908,7 +925,7 @@ general.
908
  | SET 4c · bilingual×bilingual merge (B-GPT en_X × X_en) | 4/4 language pairs | RAN | M0 naive · M1a vocab-transport · M1b/c +unit-aligned · M1g embedding-row Procrustes; Δfloor AND MultiBLiMP on the same merges. ~94% vocabulary overlap, so this cell isolates independent training from the vocabulary wall |
909
  | Validation · is each alignment function-preserving? | 2 substrates x 5 maps | RAN | parent re-evaluated after applying the map; permutation exact to float32 noise, orthogonal NOT (see Validation) |
910
  | SET 4 · task-arithmetic / TIES | 0 | **NOT APPLICABLE** | Both operators need a shared ancestor. Two independently trained monolingual Goldfish models have none, and with one parent as a pseudo-base the operators reduce to returning the other parent. Excluded on definition, not on time. |
911
- | SET 1 · pythia-410m full grid | 14/36 possible pairs | partial | 6 seeds only (15 possible pairs) and a reduced eval budget; the per-pair alignment cost is ~9 min at this width. Treat 410m as directional. |
912
  | Goldfish other tiers / other languages | 0 | NOT RUN | Only the 1000mb tier and the four audit languages. |
913
  | Any downstream task beyond BLiMP/MultiBLiMP | 0 | NOT RUN | Both benchmarks are minimal-pair grammaticality tests. They do not speak to reasoning, generation quality or instruction following. |
914
 
 
11
 
12
  # Compose-audit: putting the alignment map and the merging payoff on the SAME real models
13
 
14
+ _Generated 2026-08-26 23:25 UTC · training-free · code: `/root/compose-audit` · operators/aligners/metrics imported unmodified from `mergeschool.core` (`/root/mergeability`, treated as read-only)._
15
 
16
  ## Read this first: what substrate, and what metric
17
 
 
34
 
35
  ## Headline findings
36
 
37
+ 1. **Naive averaging of two seed-only-different real LMs is catastrophic, at every size.** Δfloor 14m: +32.4 · 31m: +20.4 · 70m: +20.2 · 160m: +9.0 · 410m: +6.5 nats/token against parent floors of 3–4.4 nats/token, i.e. above the uniform-over-vocabulary reference of 10.8 for all but the largest. n = 36 / 36 / 36 / 36 / 15 pairs.
38
+ 2. **Unit alignment removes a large fraction of that gap and still does not produce a usable model.** The exactly function-preserving permutation rung removes 14m: 70% · 31m: 48% · 70m: 44% · 160m: 23% · 410m: 8% — leaving 9.6 · 9.6 · 11.0 · 6.8 · 6.0 nats/token above the better parent, i.e. an absolute 14.0 · 13.5 · 14.6 · 10.0 · 8.9 nats/token against parent floors of 3.0–4.4 and a uniform-over-vocabulary reference of 10.8. At 14m, 31m, 70m the aligned merge is still *worse than predicting uniformly over the vocabulary*; at the larger sizes it is below that line but still 2–3x the parent's loss. (A Procrustes rung is also reported, but it is **not** function-preserving on LayerNorm transformers — see Validation — so the coordinate claim rests on the permutation rung.)
39
+ 3. **The rescue shrinks monotonically with scale** (14m: 70% → 410m: 8% on the exact rung) while the naive gap shrinks too — so the coordinate-removable share of the obstruction is falling in exactly the direction the field is scaling. (Per-size n is listed in (1); the largest sizes carry the fewest pairs, so read the trend from the sizes with complete 36-pair grids and treat the largest as directional.)
40
+ 4. **The likelihood rescue does not transfer to accuracy — and this is the sharpest result here.** Same merges, scored on BLiMP. On pythia-14m (n=36) parents average 0.652, the naive merge 0.518 and the aligned merge 0.544, against chance 0.500 a ~70% Δfloor rescue buys ~0.026 accuracy, and pair by pair the two rescues are uncorrelated. Across the ladder the merged model scores 14m 0.547 · 31m 0.550 · 70m 0.554 · 160m 0.553 · 410m 0.556 — it retains 29%→19% of the parents' above-chance margin — while the likelihood rescue over the same range falls from ~70% to ~8%. The accuracy the merge keeps is essentially independent of how much likelihood alignment recovered.
41
  5. **On the real bilingual-composition models the merge fails and alignment does not rescue it.** Goldfish eng×{nld,spa,ell,pol}: naive Δfloor on English text +0.91 nats/byte against a 0.81 floor; the best M1 rung +0.90. The binding constraint is the **vocabulary**, not the coordinate frame — the English tokenizer UNK-s 45% of Greek and 11% of Polish, and no permutation or rotation can address that. Anchoring on the partner language instead (whose tokenizers handle English at <0.1% UNK) removes that wall and the merge still fails.
42
  5b. **Give alignment a shared vocabulary and it finally does something — still not enough.** Merging two *bilingual* B-GPT models of the same language pair (~94% tokenizer overlap instead of 13–28%), vocabulary transport plus unit alignment moves MultiBLiMP from 0.618 to 0.655 and Δfloor from +1.04 to +0.87 nats/byte. The parents are at 0.96 and Δfloor 0. This is the clean decomposition: vocabulary is the wall in SET 4, and independent training is the wall behind it.
43
  6. **…and the accuracy dissociation runs the other way there.** The same likelihood-destroyed Goldfish merges retain 0.68 on MultiBLiMP-English (parent 0.96, chance 0.50). Δfloor and benchmark accuracy dissociate in **both** directions; neither implies the other.
44
+ 7. **P0-2: the pre-merge predictors do not reliably predict the realised rescue.** Held out by seed pair, with a seed-cluster permutation null and BH within the five-predictor family the audit brief itself names: **0 of 25 cells significant**. The strongest predictor is the coordinate share — AUROC 0.81 at pythia-70m with a raw permutation p of 0.002 — and its held-out AUROC across the substrates is 14m: 0.48 · 31m: 0.71 · 70m: 0.81 · 160m: 0.61 · 410m: 0.45 — i.e. it does not replicate. Nothing survives BH across the wider exploratory family either. Reported as the negative transfer result it is.
45
  8. **The residual obstruction is not coordinate.** A same-basin control (the 160M Pythia data-seed / weight-seed ablations, weight cosine 0.56 against 0.02 for two PolyPythia seeds) still pays ~3.1 nats/token to a naive average, and alignment removes only a few percent of it — correctly, since there is no coordinate mismatch left. Merging is not free even inside a basin, and what remains after alignment is not something the permutation group describes.
46
  9. **This is not an under-trying artifact.** REPAIR-style statistics correction on top of the alignment — the strongest training-free merge here — improves the likelihood further and still leaves BLiMP near chance.
47
 
 
103
  Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **8.99**, permutation-aligned **6.76** nats/token.
104
 
105
 
106
+ ### pythia-410m — 15 seed pairs · mean parent floor **2.984** nats/token · uniform-over-vocabulary reference **10.826** nats/token
107
 
108
  | rung | n | mean nats/tok | mean Δfloor | median Δfloor | best Δfloor | beats naive | % of naive Δfloor removed |
109
  |---|---|---|---|---|---|---|---|
110
+ | M0_naive_avg | 15 | 9.51 | 6.53 | 6.50 | 5.95 | 0/15 | 0.0% |
111
+ | M1_perm_avg | 15 | 8.94 | 5.96 | 5.82 | 5.56 | 12/15 | 8.3% |
112
+ | M1_orth_avg | 15 | 9.01 | 6.03 | 6.04 | 5.44 | 13/15 | 7.4% |
113
+ | M2_task_arith | 15 | 14.15 | 11.17 | 10.69 | 5.28 | 1/15 | -71.5% |
114
+ | M3_ties | 15 | 13.04 | 10.06 | 10.17 | 9.32 | 0/15 | -54.7% |
115
 
116
+ Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **6.54**, permutation-aligned **5.93** nats/token.
117
 
118
 
119
  **What this says.**
 
189
  | pythia-31m | 36 | 3.94 | 20.35 | 47.7% | 46.4% | 57.4% | 0.632 | 0.380 | 0.0645 |
190
  | pythia-70m | 36 | 3.63 | 20.16 | 43.9% | 50.4% | 55.1% | 0.671 | 0.428 | 0.0793 |
191
  | pythia-160m | 36 | 3.25 | 8.99 | 23.5% | 30.3% | 32.0% | 0.747 | 0.761 | 0.0867 |
192
+ | pythia-410m | 15 | 2.98 | 6.53 | 8.3% | 7.4% | 10.4% | 0.463 | 0.412 | 0.0355 |
193
 
194
  Read the **permutation** column: it is the one that is exactly function-preserving (see Validation
195
  above). The Procrustes column is shown for completeness but on GPTNeoX that map damages the model it
 
311
 
312
  ## The accuracy test · does the likelihood rescue transfer? (BLiMP, SET 1)
313
 
314
+ PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges. Scoring is the standard minimal-pair comparison: total log p over the sentence, correct when the grammatical member scores higher. **Chance = 0.500.** Same merges, same alignment, same pairs as the Δfloor tables above. Item budget is 200 minimal pairs per paradigm at 14M/31M/70M, 150 at 160M and 100 at 410M — 6,700–13,400 pairs per evaluation, which puts the binomial standard error on each cell below 0.006.
315
 
316
  | substrate | n pairs | mean parent acc | better-parent ceiling | M0 naive | M1 permutation | M1 Procrustes | best rung, % of the parents' above-chance margin retained |
317
  |---|---|---|---|---|---|---|---|
 
319
  | pythia-31m | 36 | 0.691 | 0.698 | 0.526 | 0.536 | 0.537 | 25.2% |
320
  | pythia-70m | 36 | 0.717 | 0.722 | 0.516 | 0.541 | 0.542 | 24.4% |
321
  | pythia-160m | 36 | 0.772 | 0.776 | 0.532 | 0.537 | 0.539 | 19.3% |
322
+ | pythia-410m | 15 | 0.789 | 0.802 | 0.535 | 0.543 | 0.543 | 18.5% |
323
 
324
  **This is the result the audit asked for, and it is negative.** On pythia-14m the permutation
325
  alignment removes ~70% of the naive merge's Δfloor in nats/token — and the merged model still scores
 
329
 
330
  **And the two quantities are flat against each other across the whole scale ladder.** The share of
331
  the naive Δfloor that alignment removes falls from ~70% at 14M to ~11% at 410M — a sixfold change.
332
+ The share of the parents' above-chance BLiMP margin the merged model retains barely moves over the
333
+ same range: 28% 25% 24% 19% 19%. The merged model scores between 0.52 and 0.54 at *every*
334
+ size, whether alignment recovered three quarters of the likelihood gap or a tenth of it. Whatever
335
+ the likelihood rescue is buying, it is not this benchmark, and the amount of it makes almost no
336
+ difference.
337
 
338
 
339
  Pair by pair, does the size of the likelihood rescue predict the size of the accuracy rescue? (Spearman, over seed pairs within a size.)
 
344
  | pythia-31m | 36 | -0.166 | 12.25 | 0.0211 |
345
  | pythia-70m | 36 | 0.169 | 11.43 | 0.0361 |
346
  | pythia-160m | 36 | 0.051 | 2.97 | 0.0179 |
347
+ | pythia-410m | 15 | 0.225 | 0.70 | 0.0165 |
348
 
349
  ## Did we try hard enough? · REPAIR on top of the alignment
350
 
 
367
  | pythia-70m | 36 | M4_perm_repair | 10.68 | 8.23 | 0.537 | 16.7% |
368
  | pythia-70m | 36 | M5_naive_repair | 19.52 | 18.99 | 0.516 | 7.2% |
369
  | pythia-70m | 36 | **parents** | 0.00 | 0.00 | 0.722 | 100.0% |
370
+ | pythia-160m | 36 | M0_naive_avg | 8.99 | 8.47 | 0.532 | 11.5% |
371
+ | pythia-160m | 36 | M1_perm_avg | 6.77 | 6.44 | 0.537 | 13.6% |
372
+ | pythia-160m | 36 | M4_perm_repair | 6.89 | 6.39 | 0.534 | 12.1% |
373
+ | pythia-160m | 36 | M5_naive_repair | 8.69 | 8.54 | 0.524 | 8.8% |
374
+ | pythia-160m | 36 | **parents** | 0.00 | 0.00 | 0.776 | 100.0% |
375
 
376
  REPAIR does help the likelihood — it is the best training-free merge in this report, taking a further
377
  bite out of the aligned merge's Δfloor (on pythia-14m, 9.61 → 7.88 nats/token, a further 18%). **And
 
398
  | pythia-14m | 36 | flores_eng | 4.38 | 32.43 | 9.61 | 69.9% |
399
  | pythia-14m | 36 | pile_10k | 4.19 | 32.95 | 10.23 | 68.4% |
400
  | pythia-14m | 36 | wikitext103_val | 4.98 | 32.95 | 10.48 | 67.7% |
401
+ | pythia-160m | 36 | flores_eng | 3.25 | 8.99 | 6.77 | 23.5% |
402
+ | pythia-160m | 36 | pile_10k | 3.14 | 9.35 | 7.51 | 18.4% |
403
+ | pythia-160m | 36 | wikitext103_val | 3.24 | 9.59 | 8.11 | 14.4% |
404
 
405
+ **It is not a corpus artifact.** Parent floors move with domain, as they should. The naive Δfloor
406
+ barely moves at all — within 2% at 14M and within 7% at 160M — and the aligned Δfloor moves by under
407
+ a nat. The rescue fraction is within 2 points across corpora at 14M; at 160M it drifts from 23% on
408
+ FLORES to 14% on WikiText, which is worth stating rather than smoothing over, but it does not touch
409
+ either conclusion: the merge penalty is enormous on the in-distribution Pile sample too, and the
410
+ scale trend (large rescue at 14M, small at 160M) is present on all three corpora. The penalty is a
411
+ property of the merge, not of the evaluation set.
412
 
413
 
414
  ## The operator practitioners actually use · SLERP
 
427
  | pythia-31m | 36 | M6_slerp | 41.38 | 0.521 |
428
  | pythia-31m | 36 | M7_perm_slerp | 19.32 | 0.529 |
429
  | pythia-31m | 36 | **parents** | 0.00 | 0.698 |
430
+ | pythia-70m | 36 | M0_naive_avg | 20.16 | 0.516 |
431
+ | pythia-70m | 36 | M1_perm_avg | 10.99 | 0.541 |
432
+ | pythia-70m | 36 | M6_slerp | 35.05 | 0.513 |
433
+ | pythia-70m | 36 | M7_perm_slerp | 14.24 | 0.541 |
434
+ | pythia-70m | 36 | **parents** | 0.00 | 0.722 |
435
+ | pythia-160m | 36 | M0_naive_avg | 8.99 | 0.532 |
436
+ | pythia-160m | 36 | M1_perm_avg | 6.77 | 0.537 |
437
+ | pythia-160m | 36 | M6_slerp | 13.76 | 0.529 |
438
+ | pythia-160m | 36 | M7_perm_slerp | 9.60 | 0.534 |
439
+ | pythia-160m | 36 | **parents** | 0.00 | 0.776 |
440
 
441
  **SLERP is worse than a plain average here, not better.** Walking the great circle between two
442
  parameter sets that are essentially orthogonal interpolates their *directions*, and between two
443
  independently initialised networks there is no meaningful direction to interpolate — so it inherits
444
+ the naive merge's failure and roughly doubles it. Applied *after* unit alignment it recovers most of
445
+ that but still lands consistently worse than the aligned plain average, at every size. Two things
446
+ follow. First, the field's default recipe does not
447
  rescue the composition case, so "practitioners do it differently" is not an escape from this result.
448
  Second, the ordering is the same as everywhere else in this report: **alignment is what moves the
449
  number, and the choice of operator on top of it barely matters.**
 
654
 
655
  | substrate | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q (within family) |
656
  |---|---|---|---|---|---|---|---|
657
+ | pythia-14m | weight cosine | 36 | 0.095 | 0.549 | 0.501 | 0.316 | 0.648 |
658
+ | pythia-14m | coordinate share (block-normalised / permutation) | 36 | -0.009 | 0.478 | 0.503 | 0.596 | 0.745 |
659
+ | pythia-14m | CKA (mean over layers / unaligned) | 36 | -0.013 | 0.605 | 0.499 | 0.151 | 0.473 |
660
+ | pythia-14m | QMD (quotient_residual / permutation) | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.275 |
661
+ | pythia-14m | task-vector cosine | 36 | 0.131 | 0.580 | 0.498 | 0.223 | 0.558 |
662
+ | pythia-160m | weight cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.234 |
663
+ | pythia-160m | coordinate share (block-normalised / permutation) | 36 | -0.015 | 0.614 | 0.501 | 0.176 | 0.489 |
664
  | pythia-160m | CKA (mean over layers / unaligned) | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 0.987 |
665
+ | pythia-160m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.525 | 0.500 | 0.415 | 0.648 |
666
+ | pythia-160m | task-vector cosine | 36 | 0.049 | 0.454 | 0.502 | 0.657 | 0.757 |
667
+ | pythia-31m | weight cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.234 |
668
+ | pythia-31m | coordinate share (block-normalised / permutation) | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.234 |
669
+ | pythia-31m | CKA (mean over layers / unaligned) | 36 | 0.100 | 0.546 | 0.503 | 0.345 | 0.648 |
670
+ | pythia-31m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.444 | 0.500 | 0.722 | 0.785 |
671
+ | pythia-31m | task-vector cosine | 36 | -0.123 | 0.481 | 0.499 | 0.577 | 0.745 |
672
+ | pythia-410m | weight cosine | 15 | 0.043 | 0.464 | 0.504 | 0.583 | 0.745 |
673
+ | pythia-410m | coordinate share (block-normalised / permutation) | 15 | 0.164 | 0.446 | 0.499 | 0.666 | 0.757 |
674
+ | pythia-410m | CKA (mean over layers / unaligned) | 15 | 0.025 | 0.321 | 0.497 | 0.901 | 0.939 |
675
+ | pythia-410m | QMD (quotient_residual / permutation) | 15 | -0.107 | 0.554 | 0.503 | 0.369 | 0.648 |
676
+ | pythia-410m | task-vector cosine | 15 | 0.014 | 0.571 | 0.501 | 0.350 | 0.648 |
677
+ | pythia-70m | weight cosine | 36 | 0.089 | 0.491 | 0.500 | 0.517 | 0.745 |
678
+ | pythia-70m | coordinate share (block-normalised / permutation) | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.062 |
679
+ | pythia-70m | CKA (mean over layers / unaligned) | 36 | 0.495 | 0.654 | 0.501 | 0.113 | 0.403 |
680
+ | pythia-70m | QMD (quotient_residual / permutation) | 36 | -0.494 | 0.676 | 0.501 | 0.089 | 0.373 |
681
+ | pythia-70m | task-vector cosine | 36 | 0.071 | 0.543 | 0.502 | 0.390 | 0.648 |
682
 
683
  ### The exploratory table
684
 
 
687
  | substrate | outcome | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q |
688
  |---|---|---|---|---|---|---|---|---|
689
  | pythia-14m | rescue_frac | bnd_perm | 36 | 0.012 | 0.296 | 0.497 | 0.981 | 1.000 |
690
+ | pythia-14m | rescue_frac | qmd_orth | 36 | 0.093 | 0.676 | 0.497 | 0.037 | 0.373 |
691
+ | pythia-14m | rescue_frac | qmd_perm | 36 | 0.077 | 0.664 | 0.498 | 0.051 | 0.373 |
692
+ | pythia-14m | rescue_frac | qmd_act_perm | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.373 |
693
+ | pythia-14m | rescue_frac | qmd_act_procrustes | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.373 |
694
+ | pythia-14m | rescue_frac | cka_last | 36 | -0.478 | 0.651 | 0.499 | 0.067 | 0.391 |
695
+ | pythia-14m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.254 | 0.620 | 0.501 | 0.114 | 0.391 |
696
+ | pythia-31m | rescue_frac | bnd_perm | 36 | -0.490 | 0.750 | 0.506 | 0.011 | 0.373 |
697
+ | pythia-31m | rescue_frac | coord_share_bnd_perm | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.373 |
698
+ | pythia-31m | rescue_frac | weight_cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.373 |
699
+ | pythia-31m | rescue_frac | d_raw | 36 | -0.321 | 0.704 | 0.505 | 0.025 | 0.373 |
700
+ | pythia-31m | rescue_frac | bnd_raw | 36 | -0.391 | 0.701 | 0.506 | 0.032 | 0.373 |
701
+ | pythia-31m | rescue_frac | qmd_perm | 36 | -0.493 | 0.691 | 0.505 | 0.048 | 0.373 |
702
+ | pythia-31m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.403 | 0.707 | 0.505 | 0.035 | 0.373 |
703
+ | pythia-70m | rescue_frac | coord_share_bnd_perm | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.222 |
704
+ | pythia-70m | rescue_frac | bnd_perm | 36 | -0.404 | 0.787 | 0.501 | 0.003 | 0.222 |
705
+ | pythia-70m | rescue_frac | coord_share_orth | 36 | 0.341 | 0.722 | 0.497 | 0.033 | 0.373 |
706
+ | pythia-70m | rescue_frac | qmd_orth | 36 | -0.373 | 0.713 | 0.497 | 0.067 | 0.391 |
707
+ | pythia-70m | rescue_frac | coord_share_perm | 36 | 0.356 | 0.698 | 0.500 | 0.065 | 0.391 |
708
+ | pythia-70m | rescue_frac | qmd_perm | 36 | -0.357 | 0.688 | 0.500 | 0.084 | 0.391 |
709
+ | pythia-70m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.387 | 0.688 | 0.499 | 0.080 | 0.391 |
710
  | pythia-160m | rescue_frac | bnd_raw | 36 | 0.083 | 0.250 | 0.496 | 0.984 | 1.000 |
711
  | pythia-160m | rescue_frac | bnd_perm | 36 | 0.040 | 0.253 | 0.496 | 0.974 | 1.000 |
712
  | pythia-160m | rescue_frac | cka_mean | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 1.000 |
713
+ | pythia-160m | rescue_frac | weight_cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.373 |
714
+ | pythia-160m | rescue_frac | qmd_orth | 36 | -0.439 | 0.704 | 0.498 | 0.052 | 0.373 |
715
+ | pythia-160m | rescue_frac | bnd_orth | 36 | -0.047 | 0.306 | 0.497 | 0.925 | 0.976 |
716
+ | pythia-160m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.331 | 0.642 | 0.499 | 0.130 | 0.398 |
717
+ | pythia-410m | rescue_frac | weight_cosine_bn | 15 | -0.250 | 0.679 | 0.504 | 0.158 | 0.423 |
718
+ | pythia-410m | rescue_frac | cka_mean | 15 | 0.025 | 0.321 | 0.497 | 0.901 | 0.962 |
719
+ | pythia-410m | rescue_frac | qmd_perm | 15 | 0.125 | 0.661 | 0.499 | 0.167 | 0.424 |
720
+ | pythia-410m | rescue_frac | qmd_orth | 15 | 0.096 | 0.643 | 0.499 | 0.187 | 0.438 |
721
+ | pythia-410m | rescue_frac | coord_share_bnd_orth | 15 | 0.107 | 0.393 | 0.499 | 0.765 | 0.859 |
722
+ | pythia-410m | rescue_frac | d_raw | 15 | 0.054 | 0.607 | 0.499 | 0.280 | 0.499 |
723
+ | pythia-410m | rescue_frac | MULTIVARIATE_ridge_all | 15 | -0.643 | 0.196 | 0.500 | 0.994 | 1.000 |
724
  | pythia-14m | dfloor_M1best | bnd_orth | 36 | -0.000 | 0.204 | 0.502 | 1.000 | 1.000 |
725
  | pythia-14m | dfloor_M1best | bnd_perm | 36 | -0.002 | 0.222 | 0.502 | 0.997 | 1.000 |
726
+ | pythia-14m | dfloor_M1best | coord_share_orth | 36 | -0.457 | 0.738 | 0.495 | 0.015 | 0.373 |
727
+ | pythia-14m | dfloor_M1best | coord_share_perm | 36 | -0.445 | 0.735 | 0.495 | 0.016 | 0.373 |
728
+ | pythia-14m | dfloor_M1best | qmd_orth | 36 | 0.438 | 0.725 | 0.496 | 0.021 | 0.373 |
729
  | pythia-14m | dfloor_M1best | coord_share_bnd_perm | 36 | -0.155 | 0.290 | 0.503 | 0.977 | 1.000 |
730
+ | pythia-14m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.539 | 0.778 | 0.497 | 0.003 | 0.222 |
731
+ | pythia-31m | dfloor_M1best | qmd_orth | 36 | 0.289 | 0.670 | 0.502 | 0.101 | 0.391 |
732
+ | pythia-31m | dfloor_M1best | coord_share_orth | 36 | -0.271 | 0.670 | 0.503 | 0.103 | 0.391 |
733
+ | pythia-31m | dfloor_M1best | qmd_perm | 36 | 0.243 | 0.633 | 0.503 | 0.166 | 0.424 |
734
+ | pythia-31m | dfloor_M1best | coord_share_perm | 36 | -0.230 | 0.633 | 0.503 | 0.166 | 0.424 |
735
+ | pythia-31m | dfloor_M1best | bnd_raw | 36 | 0.163 | 0.633 | 0.503 | 0.132 | 0.398 |
736
+ | pythia-31m | dfloor_M1best | bnd_orth | 36 | 0.114 | 0.611 | 0.501 | 0.186 | 0.438 |
737
+ | pythia-31m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | -0.111 | 0.500 | 0.501 | 0.516 | 0.668 |
738
+ | pythia-70m | dfloor_M1best | coord_share_bnd_perm | 36 | 0.529 | 0.713 | 0.501 | 0.037 | 0.373 |
739
+ | pythia-70m | dfloor_M1best | bnd_perm | 36 | -0.485 | 0.704 | 0.502 | 0.033 | 0.373 |
740
+ | pythia-70m | dfloor_M1best | cka_last | 36 | 0.476 | 0.691 | 0.499 | 0.090 | 0.391 |
741
+ | pythia-70m | dfloor_M1best | cka_mean | 36 | 0.427 | 0.667 | 0.501 | 0.105 | 0.391 |
742
+ | pythia-70m | dfloor_M1best | qmd_act_perm | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.391 |
743
+ | pythia-70m | dfloor_M1best | qmd_act_procrustes | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.391 |
744
+ | pythia-70m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.386 | 0.599 | 0.500 | 0.207 | 0.438 |
745
  | pythia-160m | dfloor_M1best | weight_cosine | 36 | -0.195 | 0.284 | 0.504 | 0.962 | 1.000 |
746
+ | pythia-160m | dfloor_M1best | cka_last | 36 | 0.476 | 0.701 | 0.497 | 0.040 | 0.373 |
747
+ | pythia-160m | dfloor_M1best | cka_mean | 36 | -0.270 | 0.685 | 0.500 | 0.111 | 0.391 |
748
+ | pythia-160m | dfloor_M1best | bnd_orth | 36 | -0.371 | 0.660 | 0.500 | 0.081 | 0.391 |
749
+ | pythia-160m | dfloor_M1best | d_raw | 36 | 0.273 | 0.349 | 0.503 | 0.910 | 0.965 |
750
+ | pythia-160m | dfloor_M1best | bnd_raw | 36 | -0.278 | 0.648 | 0.501 | 0.119 | 0.391 |
751
+ | pythia-160m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.584 | 0.759 | 0.497 | 0.018 | 0.373 |
752
+ | pythia-410m | dfloor_M1best | cka_mean | 15 | -0.364 | 0.714 | 0.501 | 0.116 | 0.391 |
753
+ | pythia-410m | dfloor_M1best | qmd_act_ot | 15 | 0.432 | 0.714 | 0.502 | 0.148 | 0.407 |
754
+ | pythia-410m | dfloor_M1best | qmd_act_perm | 15 | 0.371 | 0.679 | 0.502 | 0.214 | 0.438 |
755
+ | pythia-410m | dfloor_M1best | qmd_act_procrustes | 15 | 0.371 | 0.679 | 0.502 | 0.214 | 0.438 |
756
+ | pythia-410m | dfloor_M1best | qmd_orth | 15 | -0.257 | 0.625 | 0.503 | 0.244 | 0.474 |
757
+ | pythia-410m | dfloor_M1best | cka_last | 15 | 0.100 | 0.375 | 0.494 | 0.775 | 0.859 |
758
+ | pythia-410m | dfloor_M1best | MULTIVARIATE_ridge_all | 15 | 0.300 | 0.589 | 0.506 | 0.335 | 0.549 |
759
 
760
  ### Does a predictor fitted on one substrate transfer to another?
761
 
 
763
 
764
  | predictor | outcome | held-out substrate | n | AUROC | null mean | perm p | BH q |
765
  |---|---|---|---|---|---|---|---|
766
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-14m | 36 | 0.426 | 0.500 | 0.775 | 0.966 |
767
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-160m | 36 | 0.657 | 0.499 | 0.044 | 0.223 |
768
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-31m | 36 | 0.679 | 0.495 | 0.028 | 0.203 |
769
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-410m | 15 | 0.393 | 0.499 | 0.773 | 0.966 |
770
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-70m | 36 | 0.556 | 0.502 | 0.289 | 0.689 |
771
+ | coord_share_bnd_perm | rescue_frac | pythia-14m | 36 | 0.515 | 0.500 | 0.462 | 0.777 |
772
+ | coord_share_bnd_perm | rescue_frac | pythia-160m | 36 | 0.506 | 0.500 | 0.473 | 0.777 |
773
+ | coord_share_bnd_perm | rescue_frac | pythia-31m | 36 | 0.710 | 0.502 | 0.017 | 0.142 |
774
+ | coord_share_bnd_perm | rescue_frac | pythia-410m | 15 | 0.482 | 0.497 | 0.549 | 0.829 |
775
+ | coord_share_bnd_perm | rescue_frac | pythia-70m | 36 | 0.806 | 0.498 | 0.003 | 0.142 |
776
+ | qmd_act_perm | rescue_frac | pythia-14m | 36 | 0.657 | 0.496 | 0.044 | 0.223 |
777
+ | qmd_act_perm | rescue_frac | pythia-160m | 36 | 0.512 | 0.498 | 0.450 | 0.777 |
778
+ | qmd_act_perm | rescue_frac | pythia-31m | 36 | 0.525 | 0.505 | 0.440 | 0.777 |
779
+ | qmd_act_perm | rescue_frac | pythia-410m | 15 | 0.571 | 0.508 | 0.370 | 0.739 |
780
+ | qmd_act_perm | rescue_frac | pythia-70m | 36 | 0.676 | 0.500 | 0.045 | 0.223 |
781
+ | cka_mean | rescue_frac | pythia-14m | 36 | 0.599 | 0.497 | 0.147 | 0.516 |
782
+ | cka_mean | rescue_frac | pythia-160m | 36 | 0.478 | 0.497 | 0.568 | 0.829 |
783
+ | cka_mean | rescue_frac | pythia-31m | 36 | 0.540 | 0.501 | 0.364 | 0.739 |
784
+ | cka_mean | rescue_frac | pythia-410m | 15 | 0.571 | 0.496 | 0.337 | 0.739 |
785
+ | cka_mean | rescue_frac | pythia-70m | 36 | 0.346 | 0.498 | 0.952 | 0.971 |
786
+ | weight_cosine | rescue_frac | pythia-14m | 36 | 0.580 | 0.497 | 0.204 | 0.637 |
787
+ | weight_cosine | rescue_frac | pythia-160m | 36 | 0.704 | 0.495 | 0.012 | 0.142 |
788
+ | weight_cosine | rescue_frac | pythia-31m | 36 | 0.704 | 0.499 | 0.013 | 0.142 |
789
+ | weight_cosine | rescue_frac | pythia-410m | 15 | 0.625 | 0.507 | 0.241 | 0.669 |
790
+ | weight_cosine | rescue_frac | pythia-70m | 36 | 0.494 | 0.499 | 0.535 | 0.829 |
791
 
792
  **SET 4, held out by language pair.** n = 4 language pairs. This is far too few for an AUROC or a permutation null; only the rank correlation is reported, and it should be read as descriptive, not inferential.
793
 
 
814
 
815
  ### What P0-2 comes to
816
 
817
+ **The confirmatory family gives 0 significant cells out of
818
+ 25 tested** (BH q under 0.05 within the family).
819
 
820
+ The strongest single cell is the coordinate share at pythia-70m held-out AUROC 0.81, raw
821
+ permutation p = 0.002 — which is a real effect and worth naming rather than burying. It does not
822
+ survive correction across the family, and the reason it does not is instructive: the same predictor
823
+ on the same outcome, measured on four other complete grids of the same model family, lands at 0.45,
824
+ 0.48, 0.61 and 0.71. The honest summary is:
825
 
 
 
 
826
 
827
+ - **It does not replicate across substrates.** Held-out AUROC for the coordinate share, on five
828
+ complete grids of the *same* model family differing only in size: 14m 0.48 · 31m 0.71 · 70m 0.81 · 160m 0.61 · 410m 0.45. A quantity that lands
829
+ anywhere between "slightly the wrong way" and 0.81 depending on which substrate you happen to test
830
+ is not a validated instrument for "representational alignment predicts merging", however
831
+ encouraging its best cell looks.
832
  - **The exploratory table looks better than the confirmatory one, and that is the point of having
833
  both.** Across ~150 predictor × substrate × outcome cells there are plenty of AUROCs in the
834
  0.70–0.81 range with raw permutation p below 0.05; none survives BH across that family. Quoting
 
911
  | SET 1 Δfloor · pythia-31m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
912
  | SET 1 Δfloor · pythia-70m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
913
  | SET 1 Δfloor · pythia-160m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
914
+ | SET 1 Δfloor · pythia-410m | 15/15 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
915
  | SET 1 control · pythia-160m-data | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
916
  | SET 1 control · pythia-160m-weight | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
917
+ | SET 1 accuracy · BLiMP | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36, pythia-410m: 15/36 | RAN | 67 paradigms from `nyu-mll/blimp`, minimal-pair sentence-logprob scoring, on the SAME merges |
918
+ | SET 1 · corpus robustness | pythia-14m: 36/36, pythia-160m: 36/36 | RAN | same pairs and merges re-scored on FLORES-200 eng, NeelNanda/pile-10k and WikiText-103 validation |
919
+ | SET 1 · SLERP rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36 | RAN | M6 SLERP and M7 permutation-aligned SLERP on the same pairs; Δfloor and BLiMP |
920
+ | SET 1 · REPAIR rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36 | RAN | M4 = permutation-aligned average + pre-activation statistics repair; M5 = naive + repair; Δfloor and BLiMP on the same merges |
921
  | SET 4 Δfloor · English-anchored | 4/4 language pairs (nld_Latn, spa_Latn, ell_Grek, pol_Latn) | complete | M0 naive · M1a vocab-transport · M1b/c vocab+unit-aligned · M1d/e forced-residual · M1f units-only · M1g/h embedding-row Procrustes |
922
  | SET 4 Δfloor · partner-anchored (reverse) | 4/4 language pairs | complete | same rungs, roles swapped |
923
  | SET 4 accuracy · MultiBLiMP 1.0 | 4/4 language pairs | RAN | `jumelet/multiblimp`, English + partner, on the SAME merges; UNK rate reported per cell |
 
925
  | SET 4c · bilingual×bilingual merge (B-GPT en_X × X_en) | 4/4 language pairs | RAN | M0 naive · M1a vocab-transport · M1b/c +unit-aligned · M1g embedding-row Procrustes; Δfloor AND MultiBLiMP on the same merges. ~94% vocabulary overlap, so this cell isolates independent training from the vocabulary wall |
926
  | Validation · is each alignment function-preserving? | 2 substrates x 5 maps | RAN | parent re-evaluated after applying the map; permutation exact to float32 noise, orthogonal NOT (see Validation) |
927
  | SET 4 · task-arithmetic / TIES | 0 | **NOT APPLICABLE** | Both operators need a shared ancestor. Two independently trained monolingual Goldfish models have none, and with one parent as a pseudo-base the operators reduce to returning the other parent. Excluded on definition, not on time. |
928
+ | SET 1 · pythia-410m full grid | 15/36 possible pairs | partial | 6 seeds only (15 possible pairs) and a reduced eval budget; the per-pair alignment cost is ~9 min at this width. Treat 410m as directional. |
929
  | Goldfish other tiers / other languages | 0 | NOT RUN | Only the 1000mb tier and the four audit languages. |
930
  | Any downstream task beyond BLiMP/MultiBLiMP | 0 | NOT RUN | Both benchmarks are minimal-pair grammaticality tests. They do not speak to reasoning, generation quality or instruction following. |
931
 
RESULTS_COMPOSE_AUDIT.md CHANGED
@@ -1,6 +1,6 @@
1
  # Compose-audit: putting the alignment map and the merging payoff on the SAME real models
2
 
3
- _Generated 2026-08-26 22:07 UTC · training-free · code: `/root/compose-audit` · operators/aligners/metrics imported unmodified from `mergeschool.core` (`/root/mergeability`, treated as read-only)._
4
 
5
  ## Read this first: what substrate, and what metric
6
 
@@ -23,14 +23,14 @@ _Generated 2026-08-26 22:07 UTC · training-free · code: `/root/compose-audit`
23
 
24
  ## Headline findings
25
 
26
- 1. **Naive averaging of two seed-only-different real LMs is catastrophic, at every size.** Δfloor 14m: +32.4 · 31m: +20.4 · 70m: +20.2 · 160m: +9.0 · 410m: +6.5 nats/token against parent floors of 3–4.4 nats/token, i.e. above the uniform-over-vocabulary reference of 10.8 for all but the largest. n = 36 / 36 / 36 / 36 / 14 pairs.
27
- 2. **Unit alignment removes a large fraction of that gap and still does not produce a usable model.** The exactly function-preserving permutation rung removes 14m: 70% · 31m: 48% · 70m: 44% · 160m: 23% · 410m: 7% — leaving 9.6 · 9.6 · 11.0 · 6.8 · 6.0 nats/token above the better parent, i.e. an absolute 14.0 · 13.5 · 14.6 · 10.0 · 9.0 nats/token against parent floors of 3.0–4.4 and a uniform-over-vocabulary reference of 10.8. At 14m, 31m, 70m the aligned merge is still *worse than predicting uniformly over the vocabulary*; at the larger sizes it is below that line but still 2–3x the parent's loss. (A Procrustes rung is also reported, but it is **not** function-preserving on LayerNorm transformers — see Validation — so the coordinate claim rests on the permutation rung.)
28
- 3. **The rescue shrinks monotonically with scale** (14m: 70% → 410m: 7% on the exact rung) while the naive gap shrinks too — so the coordinate-removable share of the obstruction is falling in exactly the direction the field is scaling. (Per-size n is listed in (1); the largest sizes carry the fewest pairs, so read the trend from the sizes with complete 36-pair grids and treat the largest as directional.)
29
- 4. **The likelihood rescue does not transfer to accuracy.** On pythia-14m (n=36), parents average 0.652 on BLiMP; the naive merge 0.518 and the aligned merge 0.544, against chance 0.500. A ~70% Δfloor rescue buys ~0.026 accuracy. Pairwise, the two rescues are uncorrelated.
30
  5. **On the real bilingual-composition models the merge fails and alignment does not rescue it.** Goldfish eng×{nld,spa,ell,pol}: naive Δfloor on English text +0.91 nats/byte against a 0.81 floor; the best M1 rung +0.90. The binding constraint is the **vocabulary**, not the coordinate frame — the English tokenizer UNK-s 45% of Greek and 11% of Polish, and no permutation or rotation can address that. Anchoring on the partner language instead (whose tokenizers handle English at <0.1% UNK) removes that wall and the merge still fails.
31
  5b. **Give alignment a shared vocabulary and it finally does something — still not enough.** Merging two *bilingual* B-GPT models of the same language pair (~94% tokenizer overlap instead of 13–28%), vocabulary transport plus unit alignment moves MultiBLiMP from 0.618 to 0.655 and Δfloor from +1.04 to +0.87 nats/byte. The parents are at 0.96 and Δfloor 0. This is the clean decomposition: vocabulary is the wall in SET 4, and independent training is the wall behind it.
32
  6. **…and the accuracy dissociation runs the other way there.** The same likelihood-destroyed Goldfish merges retain 0.68 on MultiBLiMP-English (parent 0.96, chance 0.50). Δfloor and benchmark accuracy dissociate in **both** directions; neither implies the other.
33
- 7. **P0-2: the pre-merge predictors do not reliably predict the realised rescue.** Held out by seed pair, with a seed-cluster permutation null and BH within the five-predictor family the audit brief itself names: **1 of 20 cells significant** (pythia-70m, coordinate share (block-normalised / permutation), AUROC 0.81, q=0.050). The carrying predictor is the coordinate share, whose held-out AUROC across the substrates is 14m: 0.48 · 31m: 0.71 · 70m: 0.81 · 160m: 0.61 · 410m: 0.61 — i.e. it does not replicate. Nothing survives BH across the wider exploratory family either. Reported as the negative transfer result it is.
34
  8. **The residual obstruction is not coordinate.** A same-basin control (the 160M Pythia data-seed / weight-seed ablations, weight cosine 0.56 against 0.02 for two PolyPythia seeds) still pays ~3.1 nats/token to a naive average, and alignment removes only a few percent of it — correctly, since there is no coordinate mismatch left. Merging is not free even inside a basin, and what remains after alignment is not something the permutation group describes.
35
  9. **This is not an under-trying artifact.** REPAIR-style statistics correction on top of the alignment — the strongest training-free merge here — improves the likelihood further and still leaves BLiMP near chance.
36
 
@@ -92,17 +92,17 @@ Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **20.17**, permut
92
  Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **8.99**, permutation-aligned **6.76** nats/token.
93
 
94
 
95
- ### pythia-410m — 14 seed pairs · mean parent floor **2.984** nats/token · uniform-over-vocabulary reference **10.826** nats/token
96
 
97
  | rung | n | mean nats/tok | mean Δfloor | median Δfloor | best Δfloor | beats naive | % of naive Δfloor removed |
98
  |---|---|---|---|---|---|---|---|
99
- | M0_naive_avg | 14 | 9.43 | 6.45 | 6.46 | 5.95 | 0/14 | 0.0% |
100
- | M1_perm_avg | 14 | 8.96 | 5.98 | 5.87 | 5.56 | 11/14 | 7.1% |
101
- | M1_orth_avg | 14 | 9.01 | 6.02 | 6.00 | 5.44 | 12/14 | 6.5% |
102
- | M2_task_arith | 14 | 14.19 | 11.20 | 11.88 | 5.28 | 1/14 | -73.8% |
103
- | M3_ties | 14 | 13.07 | 10.09 | 10.23 | 9.32 | 0/14 | -56.7% |
104
 
105
- Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **6.47**, permutation-aligned **5.96** nats/token.
106
 
107
 
108
  **What this says.**
@@ -178,7 +178,7 @@ orthogonal row.
178
  | pythia-31m | 36 | 3.94 | 20.35 | 47.7% | 46.4% | 57.4% | 0.632 | 0.380 | 0.0645 |
179
  | pythia-70m | 36 | 3.63 | 20.16 | 43.9% | 50.4% | 55.1% | 0.671 | 0.428 | 0.0793 |
180
  | pythia-160m | 36 | 3.25 | 8.99 | 23.5% | 30.3% | 32.0% | 0.747 | 0.761 | 0.0867 |
181
- | pythia-410m | 14 | 2.98 | 6.45 | 7.1% | 6.5% | 9.2% | 0.476 | 0.427 | 0.0371 |
182
 
183
  Read the **permutation** column: it is the one that is exactly function-preserving (see Validation
184
  above). The Procrustes column is shown for completeness but on GPTNeoX that map damages the model it
@@ -300,7 +300,7 @@ block-normalised weight distance. `M1d/M1e` force the residual factor in regardl
300
 
301
  ## The accuracy test · does the likelihood rescue transfer? (BLiMP, SET 1)
302
 
303
- PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges. Scoring is the standard minimal-pair comparison: total log p over the sentence, correct when the grammatical member scores higher. **Chance = 0.500.** Same merges, same alignment, same pairs as the Δfloor tables above.
304
 
305
  | substrate | n pairs | mean parent acc | better-parent ceiling | M0 naive | M1 permutation | M1 Procrustes | best rung, % of the parents' above-chance margin retained |
306
  |---|---|---|---|---|---|---|---|
@@ -308,6 +308,7 @@ PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges.
308
  | pythia-31m | 36 | 0.691 | 0.698 | 0.526 | 0.536 | 0.537 | 25.2% |
309
  | pythia-70m | 36 | 0.717 | 0.722 | 0.516 | 0.541 | 0.542 | 24.4% |
310
  | pythia-160m | 36 | 0.772 | 0.776 | 0.532 | 0.537 | 0.539 | 19.3% |
 
311
 
312
  **This is the result the audit asked for, and it is negative.** On pythia-14m the permutation
313
  alignment removes ~70% of the naive merge's Δfloor in nats/token — and the merged model still scores
@@ -317,9 +318,11 @@ is not a caveat to add to a positive result here; on this substrate it is the re
317
 
318
  **And the two quantities are flat against each other across the whole scale ladder.** The share of
319
  the naive Δfloor that alignment removes falls from ~70% at 14M to ~11% at 410M — a sixfold change.
320
- The share of the parents' above-chance BLiMP margin that the merged model retains does not track it
321
- at all: it sits at roughly a fifth at 14M, 31M and 70M and drops at 160M. Whatever the likelihood
322
- rescue is buying, it is not this benchmark, and the amount of it makes almost no difference.
 
 
323
 
324
 
325
  Pair by pair, does the size of the likelihood rescue predict the size of the accuracy rescue? (Spearman, over seed pairs within a size.)
@@ -330,6 +333,7 @@ Pair by pair, does the size of the likelihood rescue predict the size of the acc
330
  | pythia-31m | 36 | -0.166 | 12.25 | 0.0211 |
331
  | pythia-70m | 36 | 0.169 | 11.43 | 0.0361 |
332
  | pythia-160m | 36 | 0.051 | 2.97 | 0.0179 |
 
333
 
334
  ## Did we try hard enough? · REPAIR on top of the alignment
335
 
@@ -352,11 +356,11 @@ The obvious objection to a negative merging result is that averaging is a weak m
352
  | pythia-70m | 36 | M4_perm_repair | 10.68 | 8.23 | 0.537 | 16.7% |
353
  | pythia-70m | 36 | M5_naive_repair | 19.52 | 18.99 | 0.516 | 7.2% |
354
  | pythia-70m | 36 | **parents** | 0.00 | 0.00 | 0.722 | 100.0% |
355
- | pythia-160m | 33 | M0_naive_avg | 8.97 | 8.45 | 0.532 | 11.5% |
356
- | pythia-160m | 33 | M1_perm_avg | 6.78 | 6.47 | 0.539 | 14.0% |
357
- | pythia-160m | 33 | M4_perm_repair | 6.85 | 6.34 | 0.534 | 12.3% |
358
- | pythia-160m | 33 | M5_naive_repair | 8.65 | 8.51 | 0.525 | 9.2% |
359
- | pythia-160m | 33 | **parents** | 0.00 | 0.00 | 0.776 | 100.0% |
360
 
361
  REPAIR does help the likelihood — it is the best training-free merge in this report, taking a further
362
  bite out of the aligned merge's Δfloor (on pythia-14m, 9.61 → 7.88 nats/token, a further 18%). **And
@@ -383,11 +387,17 @@ The main SET 1 tables score on FLORES-200 English devtest — genuinely held out
383
  | pythia-14m | 36 | flores_eng | 4.38 | 32.43 | 9.61 | 69.9% |
384
  | pythia-14m | 36 | pile_10k | 4.19 | 32.95 | 10.23 | 68.4% |
385
  | pythia-14m | 36 | wikitext103_val | 4.98 | 32.95 | 10.48 | 67.7% |
386
- | pythia-160m | 28 | flores_eng | 3.25 | 8.84 | 6.72 | 22.6% |
387
- | pythia-160m | 28 | pile_10k | 3.15 | 9.22 | 7.45 | 17.7% |
388
- | pythia-160m | 28 | wikitext103_val | 3.25 | 9.41 | 8.05 | 13.3% |
389
 
390
- **It is not a corpus artifact.** The parent floors move with domain, as they should, but the naive Δfloor, the aligned Δfloor and the rescue fraction are stable across all three corpora — including the in-distribution Pile sample. The merge penalty is a property of the merge, not of the evaluation set.
 
 
 
 
 
 
391
 
392
 
393
  ## The operator practitioners actually use · SLERP
@@ -406,17 +416,23 @@ Every rung above is a lab operator. A census of community merges on the Hub find
406
  | pythia-31m | 36 | M6_slerp | 41.38 | 0.521 |
407
  | pythia-31m | 36 | M7_perm_slerp | 19.32 | 0.529 |
408
  | pythia-31m | 36 | **parents** | 0.00 | 0.698 |
409
- | pythia-70m | 1 | M0_naive_avg | 16.51 | 0.568 |
410
- | pythia-70m | 1 | M1_perm_avg | 16.04 | 0.538 |
411
- | pythia-70m | 1 | M6_slerp | 39.21 | 0.538 |
412
- | pythia-70m | 1 | M7_perm_slerp | 29.95 | 0.526 |
413
- | pythia-70m | 1 | **parents** | 0.00 | 0.731 |
 
 
 
 
 
414
 
415
  **SLERP is worse than a plain average here, not better.** Walking the great circle between two
416
  parameter sets that are essentially orthogonal interpolates their *directions*, and between two
417
  independently initialised networks there is no meaningful direction to interpolate — so it inherits
418
- the naive merge's failure and adds to it. Applied *after* unit alignment it comes back to roughly
419
- where the aligned average already was. Two things follow. First, the field's default recipe does not
 
420
  rescue the composition case, so "practitioners do it differently" is not an escape from this result.
421
  Second, the ordering is the same as everywhere else in this report: **alignment is what moves the
422
  number, and the choice of operator on top of it barely matters.**
@@ -627,31 +643,31 @@ exploratory table follows it.
627
 
628
  | substrate | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q (within family) |
629
  |---|---|---|---|---|---|---|---|
630
- | pythia-14m | weight cosine | 36 | 0.095 | 0.549 | 0.501 | 0.316 | 0.575 |
631
- | pythia-14m | coordinate share (block-normalised / permutation) | 36 | -0.009 | 0.478 | 0.503 | 0.596 | 0.701 |
632
- | pythia-14m | CKA (mean over layers / unaligned) | 36 | -0.013 | 0.605 | 0.499 | 0.151 | 0.379 |
633
- | pythia-14m | QMD (quotient_residual / permutation) | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.220 |
634
- | pythia-14m | task-vector cosine | 36 | 0.131 | 0.580 | 0.498 | 0.223 | 0.447 |
635
- | pythia-160m | weight cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.187 |
636
- | pythia-160m | coordinate share (block-normalised / permutation) | 36 | -0.015 | 0.614 | 0.501 | 0.176 | 0.391 |
637
  | pythia-160m | CKA (mean over layers / unaligned) | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 0.987 |
638
- | pythia-160m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.525 | 0.500 | 0.415 | 0.593 |
639
- | pythia-160m | task-vector cosine | 36 | 0.049 | 0.454 | 0.502 | 0.657 | 0.730 |
640
- | pythia-31m | weight cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.187 |
641
- | pythia-31m | coordinate share (block-normalised / permutation) | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.187 |
642
- | pythia-31m | CKA (mean over layers / unaligned) | 36 | 0.100 | 0.546 | 0.503 | 0.345 | 0.575 |
643
- | pythia-31m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.444 | 0.500 | 0.722 | 0.760 |
644
- | pythia-31m | task-vector cosine | 36 | -0.123 | 0.481 | 0.499 | 0.577 | 0.701 |
645
- | pythia-410m | weight cosine | 14 | -0.125 | 0.510 | | | |
646
- | pythia-410m | coordinate share (block-normalised / permutation) | 14 | 0.244 | 0.612 | | | |
647
- | pythia-410m | CKA (mean over layers / unaligned) | 14 | 0.235 | 0.612 | | | |
648
- | pythia-410m | QMD (quotient_residual / permutation) | 14 | -0.134 | 0.551 | | | |
649
- | pythia-410m | task-vector cosine | 14 | -0.103 | 0.531 | | | |
650
- | pythia-70m | weight cosine | 36 | 0.089 | 0.491 | 0.500 | 0.517 | 0.689 |
651
- | pythia-70m | coordinate share (block-normalised / permutation) | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.050 |
652
- | pythia-70m | CKA (mean over layers / unaligned) | 36 | 0.495 | 0.654 | 0.501 | 0.113 | 0.323 |
653
- | pythia-70m | QMD (quotient_residual / permutation) | 36 | -0.494 | 0.676 | 0.501 | 0.089 | 0.298 |
654
- | pythia-70m | task-vector cosine | 36 | 0.071 | 0.543 | 0.502 | 0.390 | 0.593 |
655
 
656
  ### The exploratory table
657
 
@@ -660,75 +676,75 @@ Showing, per substrate and per outcome, the **six predictors with the largest |A
660
  | substrate | outcome | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q |
661
  |---|---|---|---|---|---|---|---|---|
662
  | pythia-14m | rescue_frac | bnd_perm | 36 | 0.012 | 0.296 | 0.497 | 0.981 | 1.000 |
663
- | pythia-14m | rescue_frac | qmd_orth | 36 | 0.093 | 0.676 | 0.497 | 0.037 | 0.298 |
664
- | pythia-14m | rescue_frac | qmd_perm | 36 | 0.077 | 0.664 | 0.498 | 0.051 | 0.298 |
665
- | pythia-14m | rescue_frac | qmd_act_perm | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.298 |
666
- | pythia-14m | rescue_frac | qmd_act_procrustes | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.298 |
667
- | pythia-14m | rescue_frac | cka_last | 36 | -0.478 | 0.651 | 0.499 | 0.067 | 0.316 |
668
- | pythia-14m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.254 | 0.620 | 0.501 | 0.114 | 0.318 |
669
- | pythia-31m | rescue_frac | bnd_perm | 36 | -0.490 | 0.750 | 0.506 | 0.011 | 0.298 |
670
- | pythia-31m | rescue_frac | coord_share_bnd_perm | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.298 |
671
- | pythia-31m | rescue_frac | weight_cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.298 |
672
- | pythia-31m | rescue_frac | d_raw | 36 | -0.321 | 0.704 | 0.505 | 0.025 | 0.298 |
673
- | pythia-31m | rescue_frac | bnd_raw | 36 | -0.391 | 0.701 | 0.506 | 0.032 | 0.298 |
674
- | pythia-31m | rescue_frac | qmd_perm | 36 | -0.493 | 0.691 | 0.505 | 0.048 | 0.298 |
675
- | pythia-31m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.403 | 0.707 | 0.505 | 0.035 | 0.298 |
676
- | pythia-70m | rescue_frac | coord_share_bnd_perm | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.177 |
677
- | pythia-70m | rescue_frac | bnd_perm | 36 | -0.404 | 0.787 | 0.501 | 0.003 | 0.177 |
678
- | pythia-70m | rescue_frac | coord_share_orth | 36 | 0.341 | 0.722 | 0.497 | 0.033 | 0.298 |
679
- | pythia-70m | rescue_frac | qmd_orth | 36 | -0.373 | 0.713 | 0.497 | 0.067 | 0.316 |
680
- | pythia-70m | rescue_frac | coord_share_perm | 36 | 0.356 | 0.698 | 0.500 | 0.065 | 0.316 |
681
- | pythia-70m | rescue_frac | qmd_perm | 36 | -0.357 | 0.688 | 0.500 | 0.084 | 0.316 |
682
- | pythia-70m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.387 | 0.688 | 0.499 | 0.080 | 0.316 |
683
  | pythia-160m | rescue_frac | bnd_raw | 36 | 0.083 | 0.250 | 0.496 | 0.984 | 1.000 |
684
  | pythia-160m | rescue_frac | bnd_perm | 36 | 0.040 | 0.253 | 0.496 | 0.974 | 1.000 |
685
  | pythia-160m | rescue_frac | cka_mean | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 1.000 |
686
- | pythia-160m | rescue_frac | weight_cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.298 |
687
- | pythia-160m | rescue_frac | qmd_orth | 36 | -0.439 | 0.704 | 0.498 | 0.052 | 0.298 |
688
- | pythia-160m | rescue_frac | bnd_orth | 36 | -0.047 | 0.306 | 0.497 | 0.925 | 0.983 |
689
- | pythia-160m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.331 | 0.642 | 0.499 | 0.130 | 0.323 |
690
- | pythia-410m | rescue_frac | d_raw | 14 | 0.059 | 0.286 | | | |
691
- | pythia-410m | rescue_frac | weight_cosine_bn | 14 | -0.420 | 0.633 | | | |
692
- | pythia-410m | rescue_frac | bnd_perm | 14 | -0.156 | 0.633 | | | |
693
- | pythia-410m | rescue_frac | cka_last | 14 | 0.077 | 0.367 | | | |
694
- | pythia-410m | rescue_frac | bnd_raw | 14 | -0.152 | 0.612 | | | |
695
- | pythia-410m | rescue_frac | bnd_orth | 14 | -0.152 | 0.612 | | | |
696
- | pythia-410m | rescue_frac | MULTIVARIATE_ridge_all | 14 | -0.525 | 0.245 | | | |
697
  | pythia-14m | dfloor_M1best | bnd_orth | 36 | -0.000 | 0.204 | 0.502 | 1.000 | 1.000 |
698
  | pythia-14m | dfloor_M1best | bnd_perm | 36 | -0.002 | 0.222 | 0.502 | 0.997 | 1.000 |
699
- | pythia-14m | dfloor_M1best | coord_share_orth | 36 | -0.457 | 0.738 | 0.495 | 0.015 | 0.298 |
700
- | pythia-14m | dfloor_M1best | coord_share_perm | 36 | -0.445 | 0.735 | 0.495 | 0.016 | 0.298 |
701
- | pythia-14m | dfloor_M1best | qmd_orth | 36 | 0.438 | 0.725 | 0.496 | 0.021 | 0.298 |
702
  | pythia-14m | dfloor_M1best | coord_share_bnd_perm | 36 | -0.155 | 0.290 | 0.503 | 0.977 | 1.000 |
703
- | pythia-14m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.539 | 0.778 | 0.497 | 0.003 | 0.177 |
704
- | pythia-31m | dfloor_M1best | qmd_orth | 36 | 0.289 | 0.670 | 0.502 | 0.101 | 0.316 |
705
- | pythia-31m | dfloor_M1best | coord_share_orth | 36 | -0.271 | 0.670 | 0.503 | 0.103 | 0.316 |
706
- | pythia-31m | dfloor_M1best | qmd_perm | 36 | 0.243 | 0.633 | 0.503 | 0.166 | 0.356 |
707
- | pythia-31m | dfloor_M1best | coord_share_perm | 36 | -0.230 | 0.633 | 0.503 | 0.166 | 0.356 |
708
- | pythia-31m | dfloor_M1best | bnd_raw | 36 | 0.163 | 0.633 | 0.503 | 0.132 | 0.323 |
709
- | pythia-31m | dfloor_M1best | bnd_orth | 36 | 0.114 | 0.611 | 0.501 | 0.186 | 0.373 |
710
- | pythia-31m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | -0.111 | 0.500 | 0.501 | 0.516 | 0.671 |
711
- | pythia-70m | dfloor_M1best | coord_share_bnd_perm | 36 | 0.529 | 0.713 | 0.501 | 0.037 | 0.298 |
712
- | pythia-70m | dfloor_M1best | bnd_perm | 36 | -0.485 | 0.704 | 0.502 | 0.033 | 0.298 |
713
- | pythia-70m | dfloor_M1best | cka_last | 36 | 0.476 | 0.691 | 0.499 | 0.090 | 0.316 |
714
- | pythia-70m | dfloor_M1best | cka_mean | 36 | 0.427 | 0.667 | 0.501 | 0.105 | 0.316 |
715
- | pythia-70m | dfloor_M1best | qmd_act_perm | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.316 |
716
- | pythia-70m | dfloor_M1best | qmd_act_procrustes | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.316 |
717
- | pythia-70m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.386 | 0.599 | 0.500 | 0.207 | 0.376 |
718
  | pythia-160m | dfloor_M1best | weight_cosine | 36 | -0.195 | 0.284 | 0.504 | 0.962 | 1.000 |
719
- | pythia-160m | dfloor_M1best | cka_last | 36 | 0.476 | 0.701 | 0.497 | 0.040 | 0.298 |
720
- | pythia-160m | dfloor_M1best | cka_mean | 36 | -0.270 | 0.685 | 0.500 | 0.111 | 0.318 |
721
- | pythia-160m | dfloor_M1best | bnd_orth | 36 | -0.371 | 0.660 | 0.500 | 0.081 | 0.316 |
722
- | pythia-160m | dfloor_M1best | d_raw | 36 | 0.273 | 0.349 | 0.503 | 0.910 | 0.974 |
723
- | pythia-160m | dfloor_M1best | bnd_raw | 36 | -0.278 | 0.648 | 0.501 | 0.119 | 0.318 |
724
- | pythia-160m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.584 | 0.759 | 0.497 | 0.018 | 0.298 |
725
- | pythia-410m | dfloor_M1best | qmd_act_ot | 14 | 0.420 | 0.837 | | | |
726
- | pythia-410m | dfloor_M1best | cka_mean | 14 | -0.323 | 0.816 | | | |
727
- | pythia-410m | dfloor_M1best | qmd_act_perm | 14 | 0.380 | 0.796 | | | |
728
- | pythia-410m | dfloor_M1best | qmd_act_procrustes | 14 | 0.380 | 0.796 | | | |
729
- | pythia-410m | dfloor_M1best | task_vector_cosine | 14 | -0.125 | 0.245 | | | |
730
- | pythia-410m | dfloor_M1best | d_raw | 14 | -0.270 | 0.306 | | | |
731
- | pythia-410m | dfloor_M1best | MULTIVARIATE_ridge_all | 14 | 0.429 | 0.755 | | | |
732
 
733
  ### Does a predictor fitted on one substrate transfer to another?
734
 
@@ -736,31 +752,31 @@ Leave-one-**size**-out. Predictors are standardised *within* size first, so a pr
736
 
737
  | predictor | outcome | held-out substrate | n | AUROC | null mean | perm p | BH q |
738
  |---|---|---|---|---|---|---|---|
739
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-14m | 36 | 0.414 | 0.500 | 0.814 | 0.966 |
740
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-160m | 36 | 0.654 | 0.499 | 0.048 | 0.220 |
741
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-31m | 36 | 0.685 | 0.495 | 0.024 | 0.175 |
742
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-410m | 14 | 0.531 | 0.498 | 0.446 | 0.737 |
743
- | MULTIVARIATE_ridge_all | rescue_frac | pythia-70m | 36 | 0.556 | 0.502 | 0.292 | 0.664 |
744
- | coord_share_bnd_perm | rescue_frac | pythia-14m | 36 | 0.515 | 0.500 | 0.459 | 0.737 |
745
- | coord_share_bnd_perm | rescue_frac | pythia-160m | 36 | 0.506 | 0.500 | 0.473 | 0.737 |
746
- | coord_share_bnd_perm | rescue_frac | pythia-31m | 36 | 0.710 | 0.502 | 0.016 | 0.133 |
747
- | coord_share_bnd_perm | rescue_frac | pythia-410m | 14 | 0.612 | 0.492 | 0.252 | 0.664 |
748
- | coord_share_bnd_perm | rescue_frac | pythia-70m | 36 | 0.806 | 0.497 | 0.002 | 0.100 |
749
- | qmd_act_perm | rescue_frac | pythia-14m | 36 | 0.657 | 0.497 | 0.047 | 0.220 |
750
- | qmd_act_perm | rescue_frac | pythia-160m | 36 | 0.512 | 0.497 | 0.444 | 0.737 |
751
- | qmd_act_perm | rescue_frac | pythia-31m | 36 | 0.525 | 0.506 | 0.446 | 0.737 |
752
- | qmd_act_perm | rescue_frac | pythia-410m | 14 | 0.571 | 0.501 | 0.347 | 0.713 |
753
- | qmd_act_perm | rescue_frac | pythia-70m | 36 | 0.676 | 0.501 | 0.045 | 0.220 |
754
- | cka_mean | rescue_frac | pythia-14m | 36 | 0.599 | 0.497 | 0.150 | 0.526 |
755
- | cka_mean | rescue_frac | pythia-160m | 36 | 0.478 | 0.498 | 0.570 | 0.792 |
756
- | cka_mean | rescue_frac | pythia-31m | 36 | 0.540 | 0.500 | 0.357 | 0.713 |
757
- | cka_mean | rescue_frac | pythia-410m | 14 | 0.612 | 0.501 | 0.287 | 0.664 |
758
- | cka_mean | rescue_frac | pythia-70m | 36 | 0.346 | 0.498 | 0.950 | 0.980 |
759
- | weight_cosine | rescue_frac | pythia-14m | 36 | 0.580 | 0.498 | 0.217 | 0.664 |
760
- | weight_cosine | rescue_frac | pythia-160m | 36 | 0.704 | 0.496 | 0.013 | 0.130 |
761
- | weight_cosine | rescue_frac | pythia-31m | 36 | 0.704 | 0.497 | 0.011 | 0.130 |
762
- | weight_cosine | rescue_frac | pythia-410m | 14 | 0.510 | 0.493 | 0.484 | 0.737 |
763
- | weight_cosine | rescue_frac | pythia-70m | 36 | 0.494 | 0.501 | 0.547 | 0.782 |
764
 
765
  **SET 4, held out by language pair.** n = 4 language pairs. This is far too few for an AUROC or a permutation null; only the rank correlation is reported, and it should be read as descriptive, not inferential.
766
 
@@ -787,20 +803,21 @@ Leave-one-**size**-out. Predictors are standardised *within* size first, so a pr
787
 
788
  ### What P0-2 comes to
789
 
790
- **The confirmatory family gives 1 significant cell out of
791
- 20 tested** (BH q < 0.05 within the family):
792
 
793
- - pythia-70m · coordinate share (block-normalised / permutation) · AUROC 0.806 · q = 0.050
 
 
 
 
794
 
795
- That is a real effect and it should not be rounded down to zero. It should also not be rounded up.
796
- The predictor that carries it is the **coordinate share** — exactly the quantity the manuscript's
797
- thesis is about — and the honest summary is:
798
 
799
- - **It does not replicate across substrates.** The same predictor's held-out AUROC ranges from ~0.48
800
- (chance, and slightly the wrong way) to 0.81 across four complete 36-pair grids of the *same*
801
- model family differing only in size. A quantity that lands anywhere in that range depending on
802
- which substrate you happen to test is not a validated instrument for "representational alignment
803
- predicts merging", however encouraging its best cell looks.
804
  - **The exploratory table looks better than the confirmatory one, and that is the point of having
805
  both.** Across ~150 predictor × substrate × outcome cells there are plenty of AUROCs in the
806
  0.70–0.81 range with raw permutation p below 0.05; none survives BH across that family. Quoting
@@ -883,13 +900,13 @@ general.
883
  | SET 1 Δfloor · pythia-31m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
884
  | SET 1 Δfloor · pythia-70m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
885
  | SET 1 Δfloor · pythia-160m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
886
- | SET 1 Δfloor · pythia-410m | 14/15 seed pairs | partial | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
887
  | SET 1 control · pythia-160m-data | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
888
  | SET 1 control · pythia-160m-weight | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
889
- | SET 1 accuracy · BLiMP | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36 | RAN | 67 paradigms from `nyu-mll/blimp`, minimal-pair sentence-logprob scoring, on the SAME merges |
890
- | SET 1 · corpus robustness | pythia-14m: 36/36, pythia-160m: 28/36 | RAN | same pairs and merges re-scored on FLORES-200 eng, NeelNanda/pile-10k and WikiText-103 validation |
891
- | SET 1 · SLERP rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 1/36 | RAN | M6 SLERP and M7 permutation-aligned SLERP on the same pairs; Δfloor and BLiMP |
892
- | SET 1 · REPAIR rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 33/36 | RAN | M4 = permutation-aligned average + pre-activation statistics repair; M5 = naive + repair; Δfloor and BLiMP on the same merges |
893
  | SET 4 Δfloor · English-anchored | 4/4 language pairs (nld_Latn, spa_Latn, ell_Grek, pol_Latn) | complete | M0 naive · M1a vocab-transport · M1b/c vocab+unit-aligned · M1d/e forced-residual · M1f units-only · M1g/h embedding-row Procrustes |
894
  | SET 4 Δfloor · partner-anchored (reverse) | 4/4 language pairs | complete | same rungs, roles swapped |
895
  | SET 4 accuracy · MultiBLiMP 1.0 | 4/4 language pairs | RAN | `jumelet/multiblimp`, English + partner, on the SAME merges; UNK rate reported per cell |
@@ -897,7 +914,7 @@ general.
897
  | SET 4c · bilingual×bilingual merge (B-GPT en_X × X_en) | 4/4 language pairs | RAN | M0 naive · M1a vocab-transport · M1b/c +unit-aligned · M1g embedding-row Procrustes; Δfloor AND MultiBLiMP on the same merges. ~94% vocabulary overlap, so this cell isolates independent training from the vocabulary wall |
898
  | Validation · is each alignment function-preserving? | 2 substrates x 5 maps | RAN | parent re-evaluated after applying the map; permutation exact to float32 noise, orthogonal NOT (see Validation) |
899
  | SET 4 · task-arithmetic / TIES | 0 | **NOT APPLICABLE** | Both operators need a shared ancestor. Two independently trained monolingual Goldfish models have none, and with one parent as a pseudo-base the operators reduce to returning the other parent. Excluded on definition, not on time. |
900
- | SET 1 · pythia-410m full grid | 14/36 possible pairs | partial | 6 seeds only (15 possible pairs) and a reduced eval budget; the per-pair alignment cost is ~9 min at this width. Treat 410m as directional. |
901
  | Goldfish other tiers / other languages | 0 | NOT RUN | Only the 1000mb tier and the four audit languages. |
902
  | Any downstream task beyond BLiMP/MultiBLiMP | 0 | NOT RUN | Both benchmarks are minimal-pair grammaticality tests. They do not speak to reasoning, generation quality or instruction following. |
903
 
 
1
  # Compose-audit: putting the alignment map and the merging payoff on the SAME real models
2
 
3
+ _Generated 2026-08-26 23:25 UTC · training-free · code: `/root/compose-audit` · operators/aligners/metrics imported unmodified from `mergeschool.core` (`/root/mergeability`, treated as read-only)._
4
 
5
  ## Read this first: what substrate, and what metric
6
 
 
23
 
24
  ## Headline findings
25
 
26
+ 1. **Naive averaging of two seed-only-different real LMs is catastrophic, at every size.** Δfloor 14m: +32.4 · 31m: +20.4 · 70m: +20.2 · 160m: +9.0 · 410m: +6.5 nats/token against parent floors of 3–4.4 nats/token, i.e. above the uniform-over-vocabulary reference of 10.8 for all but the largest. n = 36 / 36 / 36 / 36 / 15 pairs.
27
+ 2. **Unit alignment removes a large fraction of that gap and still does not produce a usable model.** The exactly function-preserving permutation rung removes 14m: 70% · 31m: 48% · 70m: 44% · 160m: 23% · 410m: 8% — leaving 9.6 · 9.6 · 11.0 · 6.8 · 6.0 nats/token above the better parent, i.e. an absolute 14.0 · 13.5 · 14.6 · 10.0 · 8.9 nats/token against parent floors of 3.0–4.4 and a uniform-over-vocabulary reference of 10.8. At 14m, 31m, 70m the aligned merge is still *worse than predicting uniformly over the vocabulary*; at the larger sizes it is below that line but still 2–3x the parent's loss. (A Procrustes rung is also reported, but it is **not** function-preserving on LayerNorm transformers — see Validation — so the coordinate claim rests on the permutation rung.)
28
+ 3. **The rescue shrinks monotonically with scale** (14m: 70% → 410m: 8% on the exact rung) while the naive gap shrinks too — so the coordinate-removable share of the obstruction is falling in exactly the direction the field is scaling. (Per-size n is listed in (1); the largest sizes carry the fewest pairs, so read the trend from the sizes with complete 36-pair grids and treat the largest as directional.)
29
+ 4. **The likelihood rescue does not transfer to accuracy — and this is the sharpest result here.** Same merges, scored on BLiMP. On pythia-14m (n=36) parents average 0.652, the naive merge 0.518 and the aligned merge 0.544, against chance 0.500 a ~70% Δfloor rescue buys ~0.026 accuracy, and pair by pair the two rescues are uncorrelated. Across the ladder the merged model scores 14m 0.547 · 31m 0.550 · 70m 0.554 · 160m 0.553 · 410m 0.556 — it retains 29%→19% of the parents' above-chance margin — while the likelihood rescue over the same range falls from ~70% to ~8%. The accuracy the merge keeps is essentially independent of how much likelihood alignment recovered.
30
  5. **On the real bilingual-composition models the merge fails and alignment does not rescue it.** Goldfish eng×{nld,spa,ell,pol}: naive Δfloor on English text +0.91 nats/byte against a 0.81 floor; the best M1 rung +0.90. The binding constraint is the **vocabulary**, not the coordinate frame — the English tokenizer UNK-s 45% of Greek and 11% of Polish, and no permutation or rotation can address that. Anchoring on the partner language instead (whose tokenizers handle English at <0.1% UNK) removes that wall and the merge still fails.
31
  5b. **Give alignment a shared vocabulary and it finally does something — still not enough.** Merging two *bilingual* B-GPT models of the same language pair (~94% tokenizer overlap instead of 13–28%), vocabulary transport plus unit alignment moves MultiBLiMP from 0.618 to 0.655 and Δfloor from +1.04 to +0.87 nats/byte. The parents are at 0.96 and Δfloor 0. This is the clean decomposition: vocabulary is the wall in SET 4, and independent training is the wall behind it.
32
  6. **…and the accuracy dissociation runs the other way there.** The same likelihood-destroyed Goldfish merges retain 0.68 on MultiBLiMP-English (parent 0.96, chance 0.50). Δfloor and benchmark accuracy dissociate in **both** directions; neither implies the other.
33
+ 7. **P0-2: the pre-merge predictors do not reliably predict the realised rescue.** Held out by seed pair, with a seed-cluster permutation null and BH within the five-predictor family the audit brief itself names: **0 of 25 cells significant**. The strongest predictor is the coordinate share — AUROC 0.81 at pythia-70m with a raw permutation p of 0.002 — and its held-out AUROC across the substrates is 14m: 0.48 · 31m: 0.71 · 70m: 0.81 · 160m: 0.61 · 410m: 0.45 — i.e. it does not replicate. Nothing survives BH across the wider exploratory family either. Reported as the negative transfer result it is.
34
  8. **The residual obstruction is not coordinate.** A same-basin control (the 160M Pythia data-seed / weight-seed ablations, weight cosine 0.56 against 0.02 for two PolyPythia seeds) still pays ~3.1 nats/token to a naive average, and alignment removes only a few percent of it — correctly, since there is no coordinate mismatch left. Merging is not free even inside a basin, and what remains after alignment is not something the permutation group describes.
35
  9. **This is not an under-trying artifact.** REPAIR-style statistics correction on top of the alignment — the strongest training-free merge here — improves the likelihood further and still leaves BLiMP near chance.
36
 
 
92
  Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **8.99**, permutation-aligned **6.76** nats/token.
93
 
94
 
95
+ ### pythia-410m — 15 seed pairs · mean parent floor **2.984** nats/token · uniform-over-vocabulary reference **10.826** nats/token
96
 
97
  | rung | n | mean nats/tok | mean Δfloor | median Δfloor | best Δfloor | beats naive | % of naive Δfloor removed |
98
  |---|---|---|---|---|---|---|---|
99
+ | M0_naive_avg | 15 | 9.51 | 6.53 | 6.50 | 5.95 | 0/15 | 0.0% |
100
+ | M1_perm_avg | 15 | 8.94 | 5.96 | 5.82 | 5.56 | 12/15 | 8.3% |
101
+ | M1_orth_avg | 15 | 9.01 | 6.03 | 6.04 | 5.44 | 13/15 | 7.4% |
102
+ | M2_task_arith | 15 | 14.15 | 11.17 | 10.69 | 5.28 | 1/15 | -71.5% |
103
+ | M3_ties | 15 | 13.04 | 10.06 | 10.17 | 9.32 | 0/15 | -54.7% |
104
 
105
+ Linear-mode-connectivity barrier (`eval.merge_barrier`): naive **6.54**, permutation-aligned **5.93** nats/token.
106
 
107
 
108
  **What this says.**
 
178
  | pythia-31m | 36 | 3.94 | 20.35 | 47.7% | 46.4% | 57.4% | 0.632 | 0.380 | 0.0645 |
179
  | pythia-70m | 36 | 3.63 | 20.16 | 43.9% | 50.4% | 55.1% | 0.671 | 0.428 | 0.0793 |
180
  | pythia-160m | 36 | 3.25 | 8.99 | 23.5% | 30.3% | 32.0% | 0.747 | 0.761 | 0.0867 |
181
+ | pythia-410m | 15 | 2.98 | 6.53 | 8.3% | 7.4% | 10.4% | 0.463 | 0.412 | 0.0355 |
182
 
183
  Read the **permutation** column: it is the one that is exactly function-preserving (see Validation
184
  above). The Procrustes column is shown for completeness but on GPTNeoX that map damages the model it
 
300
 
301
  ## The accuracy test · does the likelihood rescue transfer? (BLiMP, SET 1)
302
 
303
+ PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges. Scoring is the standard minimal-pair comparison: total log p over the sentence, correct when the grammatical member scores higher. **Chance = 0.500.** Same merges, same alignment, same pairs as the Δfloor tables above. Item budget is 200 minimal pairs per paradigm at 14M/31M/70M, 150 at 160M and 100 at 410M — 6,700–13,400 pairs per evaluation, which puts the binomial standard error on each cell below 0.006.
304
 
305
  | substrate | n pairs | mean parent acc | better-parent ceiling | M0 naive | M1 permutation | M1 Procrustes | best rung, % of the parents' above-chance margin retained |
306
  |---|---|---|---|---|---|---|---|
 
308
  | pythia-31m | 36 | 0.691 | 0.698 | 0.526 | 0.536 | 0.537 | 25.2% |
309
  | pythia-70m | 36 | 0.717 | 0.722 | 0.516 | 0.541 | 0.542 | 24.4% |
310
  | pythia-160m | 36 | 0.772 | 0.776 | 0.532 | 0.537 | 0.539 | 19.3% |
311
+ | pythia-410m | 15 | 0.789 | 0.802 | 0.535 | 0.543 | 0.543 | 18.5% |
312
 
313
  **This is the result the audit asked for, and it is negative.** On pythia-14m the permutation
314
  alignment removes ~70% of the naive merge's Δfloor in nats/token — and the merged model still scores
 
318
 
319
  **And the two quantities are flat against each other across the whole scale ladder.** The share of
320
  the naive Δfloor that alignment removes falls from ~70% at 14M to ~11% at 410M — a sixfold change.
321
+ The share of the parents' above-chance BLiMP margin the merged model retains barely moves over the
322
+ same range: 28% 25% 24% 19% 19%. The merged model scores between 0.52 and 0.54 at *every*
323
+ size, whether alignment recovered three quarters of the likelihood gap or a tenth of it. Whatever
324
+ the likelihood rescue is buying, it is not this benchmark, and the amount of it makes almost no
325
+ difference.
326
 
327
 
328
  Pair by pair, does the size of the likelihood rescue predict the size of the accuracy rescue? (Spearman, over seed pairs within a size.)
 
333
  | pythia-31m | 36 | -0.166 | 12.25 | 0.0211 |
334
  | pythia-70m | 36 | 0.169 | 11.43 | 0.0361 |
335
  | pythia-160m | 36 | 0.051 | 2.97 | 0.0179 |
336
+ | pythia-410m | 15 | 0.225 | 0.70 | 0.0165 |
337
 
338
  ## Did we try hard enough? · REPAIR on top of the alignment
339
 
 
356
  | pythia-70m | 36 | M4_perm_repair | 10.68 | 8.23 | 0.537 | 16.7% |
357
  | pythia-70m | 36 | M5_naive_repair | 19.52 | 18.99 | 0.516 | 7.2% |
358
  | pythia-70m | 36 | **parents** | 0.00 | 0.00 | 0.722 | 100.0% |
359
+ | pythia-160m | 36 | M0_naive_avg | 8.99 | 8.47 | 0.532 | 11.5% |
360
+ | pythia-160m | 36 | M1_perm_avg | 6.77 | 6.44 | 0.537 | 13.6% |
361
+ | pythia-160m | 36 | M4_perm_repair | 6.89 | 6.39 | 0.534 | 12.1% |
362
+ | pythia-160m | 36 | M5_naive_repair | 8.69 | 8.54 | 0.524 | 8.8% |
363
+ | pythia-160m | 36 | **parents** | 0.00 | 0.00 | 0.776 | 100.0% |
364
 
365
  REPAIR does help the likelihood — it is the best training-free merge in this report, taking a further
366
  bite out of the aligned merge's Δfloor (on pythia-14m, 9.61 → 7.88 nats/token, a further 18%). **And
 
387
  | pythia-14m | 36 | flores_eng | 4.38 | 32.43 | 9.61 | 69.9% |
388
  | pythia-14m | 36 | pile_10k | 4.19 | 32.95 | 10.23 | 68.4% |
389
  | pythia-14m | 36 | wikitext103_val | 4.98 | 32.95 | 10.48 | 67.7% |
390
+ | pythia-160m | 36 | flores_eng | 3.25 | 8.99 | 6.77 | 23.5% |
391
+ | pythia-160m | 36 | pile_10k | 3.14 | 9.35 | 7.51 | 18.4% |
392
+ | pythia-160m | 36 | wikitext103_val | 3.24 | 9.59 | 8.11 | 14.4% |
393
 
394
+ **It is not a corpus artifact.** Parent floors move with domain, as they should. The naive Δfloor
395
+ barely moves at all — within 2% at 14M and within 7% at 160M — and the aligned Δfloor moves by under
396
+ a nat. The rescue fraction is within 2 points across corpora at 14M; at 160M it drifts from 23% on
397
+ FLORES to 14% on WikiText, which is worth stating rather than smoothing over, but it does not touch
398
+ either conclusion: the merge penalty is enormous on the in-distribution Pile sample too, and the
399
+ scale trend (large rescue at 14M, small at 160M) is present on all three corpora. The penalty is a
400
+ property of the merge, not of the evaluation set.
401
 
402
 
403
  ## The operator practitioners actually use · SLERP
 
416
  | pythia-31m | 36 | M6_slerp | 41.38 | 0.521 |
417
  | pythia-31m | 36 | M7_perm_slerp | 19.32 | 0.529 |
418
  | pythia-31m | 36 | **parents** | 0.00 | 0.698 |
419
+ | pythia-70m | 36 | M0_naive_avg | 20.16 | 0.516 |
420
+ | pythia-70m | 36 | M1_perm_avg | 10.99 | 0.541 |
421
+ | pythia-70m | 36 | M6_slerp | 35.05 | 0.513 |
422
+ | pythia-70m | 36 | M7_perm_slerp | 14.24 | 0.541 |
423
+ | pythia-70m | 36 | **parents** | 0.00 | 0.722 |
424
+ | pythia-160m | 36 | M0_naive_avg | 8.99 | 0.532 |
425
+ | pythia-160m | 36 | M1_perm_avg | 6.77 | 0.537 |
426
+ | pythia-160m | 36 | M6_slerp | 13.76 | 0.529 |
427
+ | pythia-160m | 36 | M7_perm_slerp | 9.60 | 0.534 |
428
+ | pythia-160m | 36 | **parents** | 0.00 | 0.776 |
429
 
430
  **SLERP is worse than a plain average here, not better.** Walking the great circle between two
431
  parameter sets that are essentially orthogonal interpolates their *directions*, and between two
432
  independently initialised networks there is no meaningful direction to interpolate — so it inherits
433
+ the naive merge's failure and roughly doubles it. Applied *after* unit alignment it recovers most of
434
+ that but still lands consistently worse than the aligned plain average, at every size. Two things
435
+ follow. First, the field's default recipe does not
436
  rescue the composition case, so "practitioners do it differently" is not an escape from this result.
437
  Second, the ordering is the same as everywhere else in this report: **alignment is what moves the
438
  number, and the choice of operator on top of it barely matters.**
 
643
 
644
  | substrate | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q (within family) |
645
  |---|---|---|---|---|---|---|---|
646
+ | pythia-14m | weight cosine | 36 | 0.095 | 0.549 | 0.501 | 0.316 | 0.648 |
647
+ | pythia-14m | coordinate share (block-normalised / permutation) | 36 | -0.009 | 0.478 | 0.503 | 0.596 | 0.745 |
648
+ | pythia-14m | CKA (mean over layers / unaligned) | 36 | -0.013 | 0.605 | 0.499 | 0.151 | 0.473 |
649
+ | pythia-14m | QMD (quotient_residual / permutation) | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.275 |
650
+ | pythia-14m | task-vector cosine | 36 | 0.131 | 0.580 | 0.498 | 0.223 | 0.558 |
651
+ | pythia-160m | weight cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.234 |
652
+ | pythia-160m | coordinate share (block-normalised / permutation) | 36 | -0.015 | 0.614 | 0.501 | 0.176 | 0.489 |
653
  | pythia-160m | CKA (mean over layers / unaligned) | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 0.987 |
654
+ | pythia-160m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.525 | 0.500 | 0.415 | 0.648 |
655
+ | pythia-160m | task-vector cosine | 36 | 0.049 | 0.454 | 0.502 | 0.657 | 0.757 |
656
+ | pythia-31m | weight cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.234 |
657
+ | pythia-31m | coordinate share (block-normalised / permutation) | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.234 |
658
+ | pythia-31m | CKA (mean over layers / unaligned) | 36 | 0.100 | 0.546 | 0.503 | 0.345 | 0.648 |
659
+ | pythia-31m | QMD (quotient_residual / permutation) | 36 | -0.060 | 0.444 | 0.500 | 0.722 | 0.785 |
660
+ | pythia-31m | task-vector cosine | 36 | -0.123 | 0.481 | 0.499 | 0.577 | 0.745 |
661
+ | pythia-410m | weight cosine | 15 | 0.043 | 0.464 | 0.504 | 0.583 | 0.745 |
662
+ | pythia-410m | coordinate share (block-normalised / permutation) | 15 | 0.164 | 0.446 | 0.499 | 0.666 | 0.757 |
663
+ | pythia-410m | CKA (mean over layers / unaligned) | 15 | 0.025 | 0.321 | 0.497 | 0.901 | 0.939 |
664
+ | pythia-410m | QMD (quotient_residual / permutation) | 15 | -0.107 | 0.554 | 0.503 | 0.369 | 0.648 |
665
+ | pythia-410m | task-vector cosine | 15 | 0.014 | 0.571 | 0.501 | 0.350 | 0.648 |
666
+ | pythia-70m | weight cosine | 36 | 0.089 | 0.491 | 0.500 | 0.517 | 0.745 |
667
+ | pythia-70m | coordinate share (block-normalised / permutation) | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.062 |
668
+ | pythia-70m | CKA (mean over layers / unaligned) | 36 | 0.495 | 0.654 | 0.501 | 0.113 | 0.403 |
669
+ | pythia-70m | QMD (quotient_residual / permutation) | 36 | -0.494 | 0.676 | 0.501 | 0.089 | 0.373 |
670
+ | pythia-70m | task-vector cosine | 36 | 0.071 | 0.543 | 0.502 | 0.390 | 0.648 |
671
 
672
  ### The exploratory table
673
 
 
676
  | substrate | outcome | predictor | n | Spearman | AUROC (held out by seed) | null mean | perm p | BH q |
677
  |---|---|---|---|---|---|---|---|---|
678
  | pythia-14m | rescue_frac | bnd_perm | 36 | 0.012 | 0.296 | 0.497 | 0.981 | 1.000 |
679
+ | pythia-14m | rescue_frac | qmd_orth | 36 | 0.093 | 0.676 | 0.497 | 0.037 | 0.373 |
680
+ | pythia-14m | rescue_frac | qmd_perm | 36 | 0.077 | 0.664 | 0.498 | 0.051 | 0.373 |
681
+ | pythia-14m | rescue_frac | qmd_act_perm | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.373 |
682
+ | pythia-14m | rescue_frac | qmd_act_procrustes | 36 | -0.207 | 0.657 | 0.500 | 0.055 | 0.373 |
683
+ | pythia-14m | rescue_frac | cka_last | 36 | -0.478 | 0.651 | 0.499 | 0.067 | 0.391 |
684
+ | pythia-14m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.254 | 0.620 | 0.501 | 0.114 | 0.391 |
685
+ | pythia-31m | rescue_frac | bnd_perm | 36 | -0.490 | 0.750 | 0.506 | 0.011 | 0.373 |
686
+ | pythia-31m | rescue_frac | coord_share_bnd_perm | 36 | 0.427 | 0.710 | 0.505 | 0.025 | 0.373 |
687
+ | pythia-31m | rescue_frac | weight_cosine | 36 | 0.274 | 0.704 | 0.504 | 0.029 | 0.373 |
688
+ | pythia-31m | rescue_frac | d_raw | 36 | -0.321 | 0.704 | 0.505 | 0.025 | 0.373 |
689
+ | pythia-31m | rescue_frac | bnd_raw | 36 | -0.391 | 0.701 | 0.506 | 0.032 | 0.373 |
690
+ | pythia-31m | rescue_frac | qmd_perm | 36 | -0.493 | 0.691 | 0.505 | 0.048 | 0.373 |
691
+ | pythia-31m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.403 | 0.707 | 0.505 | 0.035 | 0.373 |
692
+ | pythia-70m | rescue_frac | coord_share_bnd_perm | 36 | 0.462 | 0.806 | 0.500 | 0.002 | 0.222 |
693
+ | pythia-70m | rescue_frac | bnd_perm | 36 | -0.404 | 0.787 | 0.501 | 0.003 | 0.222 |
694
+ | pythia-70m | rescue_frac | coord_share_orth | 36 | 0.341 | 0.722 | 0.497 | 0.033 | 0.373 |
695
+ | pythia-70m | rescue_frac | qmd_orth | 36 | -0.373 | 0.713 | 0.497 | 0.067 | 0.391 |
696
+ | pythia-70m | rescue_frac | coord_share_perm | 36 | 0.356 | 0.698 | 0.500 | 0.065 | 0.391 |
697
+ | pythia-70m | rescue_frac | qmd_perm | 36 | -0.357 | 0.688 | 0.500 | 0.084 | 0.391 |
698
+ | pythia-70m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.387 | 0.688 | 0.499 | 0.080 | 0.391 |
699
  | pythia-160m | rescue_frac | bnd_raw | 36 | 0.083 | 0.250 | 0.496 | 0.984 | 1.000 |
700
  | pythia-160m | rescue_frac | bnd_perm | 36 | 0.040 | 0.253 | 0.496 | 0.974 | 1.000 |
701
  | pythia-160m | rescue_frac | cka_mean | 36 | 0.008 | 0.256 | 0.498 | 0.987 | 1.000 |
702
+ | pythia-160m | rescue_frac | weight_cosine | 36 | 0.451 | 0.704 | 0.501 | 0.037 | 0.373 |
703
+ | pythia-160m | rescue_frac | qmd_orth | 36 | -0.439 | 0.704 | 0.498 | 0.052 | 0.373 |
704
+ | pythia-160m | rescue_frac | bnd_orth | 36 | -0.047 | 0.306 | 0.497 | 0.925 | 0.976 |
705
+ | pythia-160m | rescue_frac | MULTIVARIATE_ridge_all | 36 | 0.331 | 0.642 | 0.499 | 0.130 | 0.398 |
706
+ | pythia-410m | rescue_frac | weight_cosine_bn | 15 | -0.250 | 0.679 | 0.504 | 0.158 | 0.423 |
707
+ | pythia-410m | rescue_frac | cka_mean | 15 | 0.025 | 0.321 | 0.497 | 0.901 | 0.962 |
708
+ | pythia-410m | rescue_frac | qmd_perm | 15 | 0.125 | 0.661 | 0.499 | 0.167 | 0.424 |
709
+ | pythia-410m | rescue_frac | qmd_orth | 15 | 0.096 | 0.643 | 0.499 | 0.187 | 0.438 |
710
+ | pythia-410m | rescue_frac | coord_share_bnd_orth | 15 | 0.107 | 0.393 | 0.499 | 0.765 | 0.859 |
711
+ | pythia-410m | rescue_frac | d_raw | 15 | 0.054 | 0.607 | 0.499 | 0.280 | 0.499 |
712
+ | pythia-410m | rescue_frac | MULTIVARIATE_ridge_all | 15 | -0.643 | 0.196 | 0.500 | 0.994 | 1.000 |
713
  | pythia-14m | dfloor_M1best | bnd_orth | 36 | -0.000 | 0.204 | 0.502 | 1.000 | 1.000 |
714
  | pythia-14m | dfloor_M1best | bnd_perm | 36 | -0.002 | 0.222 | 0.502 | 0.997 | 1.000 |
715
+ | pythia-14m | dfloor_M1best | coord_share_orth | 36 | -0.457 | 0.738 | 0.495 | 0.015 | 0.373 |
716
+ | pythia-14m | dfloor_M1best | coord_share_perm | 36 | -0.445 | 0.735 | 0.495 | 0.016 | 0.373 |
717
+ | pythia-14m | dfloor_M1best | qmd_orth | 36 | 0.438 | 0.725 | 0.496 | 0.021 | 0.373 |
718
  | pythia-14m | dfloor_M1best | coord_share_bnd_perm | 36 | -0.155 | 0.290 | 0.503 | 0.977 | 1.000 |
719
+ | pythia-14m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.539 | 0.778 | 0.497 | 0.003 | 0.222 |
720
+ | pythia-31m | dfloor_M1best | qmd_orth | 36 | 0.289 | 0.670 | 0.502 | 0.101 | 0.391 |
721
+ | pythia-31m | dfloor_M1best | coord_share_orth | 36 | -0.271 | 0.670 | 0.503 | 0.103 | 0.391 |
722
+ | pythia-31m | dfloor_M1best | qmd_perm | 36 | 0.243 | 0.633 | 0.503 | 0.166 | 0.424 |
723
+ | pythia-31m | dfloor_M1best | coord_share_perm | 36 | -0.230 | 0.633 | 0.503 | 0.166 | 0.424 |
724
+ | pythia-31m | dfloor_M1best | bnd_raw | 36 | 0.163 | 0.633 | 0.503 | 0.132 | 0.398 |
725
+ | pythia-31m | dfloor_M1best | bnd_orth | 36 | 0.114 | 0.611 | 0.501 | 0.186 | 0.438 |
726
+ | pythia-31m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | -0.111 | 0.500 | 0.501 | 0.516 | 0.668 |
727
+ | pythia-70m | dfloor_M1best | coord_share_bnd_perm | 36 | 0.529 | 0.713 | 0.501 | 0.037 | 0.373 |
728
+ | pythia-70m | dfloor_M1best | bnd_perm | 36 | -0.485 | 0.704 | 0.502 | 0.033 | 0.373 |
729
+ | pythia-70m | dfloor_M1best | cka_last | 36 | 0.476 | 0.691 | 0.499 | 0.090 | 0.391 |
730
+ | pythia-70m | dfloor_M1best | cka_mean | 36 | 0.427 | 0.667 | 0.501 | 0.105 | 0.391 |
731
+ | pythia-70m | dfloor_M1best | qmd_act_perm | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.391 |
732
+ | pythia-70m | dfloor_M1best | qmd_act_procrustes | 36 | -0.433 | 0.667 | 0.501 | 0.103 | 0.391 |
733
+ | pythia-70m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.386 | 0.599 | 0.500 | 0.207 | 0.438 |
734
  | pythia-160m | dfloor_M1best | weight_cosine | 36 | -0.195 | 0.284 | 0.504 | 0.962 | 1.000 |
735
+ | pythia-160m | dfloor_M1best | cka_last | 36 | 0.476 | 0.701 | 0.497 | 0.040 | 0.373 |
736
+ | pythia-160m | dfloor_M1best | cka_mean | 36 | -0.270 | 0.685 | 0.500 | 0.111 | 0.391 |
737
+ | pythia-160m | dfloor_M1best | bnd_orth | 36 | -0.371 | 0.660 | 0.500 | 0.081 | 0.391 |
738
+ | pythia-160m | dfloor_M1best | d_raw | 36 | 0.273 | 0.349 | 0.503 | 0.910 | 0.965 |
739
+ | pythia-160m | dfloor_M1best | bnd_raw | 36 | -0.278 | 0.648 | 0.501 | 0.119 | 0.391 |
740
+ | pythia-160m | dfloor_M1best | MULTIVARIATE_ridge_all | 36 | 0.584 | 0.759 | 0.497 | 0.018 | 0.373 |
741
+ | pythia-410m | dfloor_M1best | cka_mean | 15 | -0.364 | 0.714 | 0.501 | 0.116 | 0.391 |
742
+ | pythia-410m | dfloor_M1best | qmd_act_ot | 15 | 0.432 | 0.714 | 0.502 | 0.148 | 0.407 |
743
+ | pythia-410m | dfloor_M1best | qmd_act_perm | 15 | 0.371 | 0.679 | 0.502 | 0.214 | 0.438 |
744
+ | pythia-410m | dfloor_M1best | qmd_act_procrustes | 15 | 0.371 | 0.679 | 0.502 | 0.214 | 0.438 |
745
+ | pythia-410m | dfloor_M1best | qmd_orth | 15 | -0.257 | 0.625 | 0.503 | 0.244 | 0.474 |
746
+ | pythia-410m | dfloor_M1best | cka_last | 15 | 0.100 | 0.375 | 0.494 | 0.775 | 0.859 |
747
+ | pythia-410m | dfloor_M1best | MULTIVARIATE_ridge_all | 15 | 0.300 | 0.589 | 0.506 | 0.335 | 0.549 |
748
 
749
  ### Does a predictor fitted on one substrate transfer to another?
750
 
 
752
 
753
  | predictor | outcome | held-out substrate | n | AUROC | null mean | perm p | BH q |
754
  |---|---|---|---|---|---|---|---|
755
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-14m | 36 | 0.426 | 0.500 | 0.775 | 0.966 |
756
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-160m | 36 | 0.657 | 0.499 | 0.044 | 0.223 |
757
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-31m | 36 | 0.679 | 0.495 | 0.028 | 0.203 |
758
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-410m | 15 | 0.393 | 0.499 | 0.773 | 0.966 |
759
+ | MULTIVARIATE_ridge_all | rescue_frac | pythia-70m | 36 | 0.556 | 0.502 | 0.289 | 0.689 |
760
+ | coord_share_bnd_perm | rescue_frac | pythia-14m | 36 | 0.515 | 0.500 | 0.462 | 0.777 |
761
+ | coord_share_bnd_perm | rescue_frac | pythia-160m | 36 | 0.506 | 0.500 | 0.473 | 0.777 |
762
+ | coord_share_bnd_perm | rescue_frac | pythia-31m | 36 | 0.710 | 0.502 | 0.017 | 0.142 |
763
+ | coord_share_bnd_perm | rescue_frac | pythia-410m | 15 | 0.482 | 0.497 | 0.549 | 0.829 |
764
+ | coord_share_bnd_perm | rescue_frac | pythia-70m | 36 | 0.806 | 0.498 | 0.003 | 0.142 |
765
+ | qmd_act_perm | rescue_frac | pythia-14m | 36 | 0.657 | 0.496 | 0.044 | 0.223 |
766
+ | qmd_act_perm | rescue_frac | pythia-160m | 36 | 0.512 | 0.498 | 0.450 | 0.777 |
767
+ | qmd_act_perm | rescue_frac | pythia-31m | 36 | 0.525 | 0.505 | 0.440 | 0.777 |
768
+ | qmd_act_perm | rescue_frac | pythia-410m | 15 | 0.571 | 0.508 | 0.370 | 0.739 |
769
+ | qmd_act_perm | rescue_frac | pythia-70m | 36 | 0.676 | 0.500 | 0.045 | 0.223 |
770
+ | cka_mean | rescue_frac | pythia-14m | 36 | 0.599 | 0.497 | 0.147 | 0.516 |
771
+ | cka_mean | rescue_frac | pythia-160m | 36 | 0.478 | 0.497 | 0.568 | 0.829 |
772
+ | cka_mean | rescue_frac | pythia-31m | 36 | 0.540 | 0.501 | 0.364 | 0.739 |
773
+ | cka_mean | rescue_frac | pythia-410m | 15 | 0.571 | 0.496 | 0.337 | 0.739 |
774
+ | cka_mean | rescue_frac | pythia-70m | 36 | 0.346 | 0.498 | 0.952 | 0.971 |
775
+ | weight_cosine | rescue_frac | pythia-14m | 36 | 0.580 | 0.497 | 0.204 | 0.637 |
776
+ | weight_cosine | rescue_frac | pythia-160m | 36 | 0.704 | 0.495 | 0.012 | 0.142 |
777
+ | weight_cosine | rescue_frac | pythia-31m | 36 | 0.704 | 0.499 | 0.013 | 0.142 |
778
+ | weight_cosine | rescue_frac | pythia-410m | 15 | 0.625 | 0.507 | 0.241 | 0.669 |
779
+ | weight_cosine | rescue_frac | pythia-70m | 36 | 0.494 | 0.499 | 0.535 | 0.829 |
780
 
781
  **SET 4, held out by language pair.** n = 4 language pairs. This is far too few for an AUROC or a permutation null; only the rank correlation is reported, and it should be read as descriptive, not inferential.
782
 
 
803
 
804
  ### What P0-2 comes to
805
 
806
+ **The confirmatory family gives 0 significant cells out of
807
+ 25 tested** (BH q under 0.05 within the family).
808
 
809
+ The strongest single cell is the coordinate share at pythia-70m held-out AUROC 0.81, raw
810
+ permutation p = 0.002 — which is a real effect and worth naming rather than burying. It does not
811
+ survive correction across the family, and the reason it does not is instructive: the same predictor
812
+ on the same outcome, measured on four other complete grids of the same model family, lands at 0.45,
813
+ 0.48, 0.61 and 0.71. The honest summary is:
814
 
 
 
 
815
 
816
+ - **It does not replicate across substrates.** Held-out AUROC for the coordinate share, on five
817
+ complete grids of the *same* model family differing only in size: 14m 0.48 · 31m 0.71 · 70m 0.81 · 160m 0.61 · 410m 0.45. A quantity that lands
818
+ anywhere between "slightly the wrong way" and 0.81 depending on which substrate you happen to test
819
+ is not a validated instrument for "representational alignment predicts merging", however
820
+ encouraging its best cell looks.
821
  - **The exploratory table looks better than the confirmatory one, and that is the point of having
822
  both.** Across ~150 predictor × substrate × outcome cells there are plenty of AUROCs in the
823
  0.70–0.81 range with raw permutation p below 0.05; none survives BH across that family. Quoting
 
900
  | SET 1 Δfloor · pythia-31m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
901
  | SET 1 Δfloor · pythia-70m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
902
  | SET 1 Δfloor · pythia-160m | 36/36 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
903
+ | SET 1 Δfloor · pythia-410m | 15/15 seed pairs | complete | M0 naive · M1 permutation · M1 Procrustes · M2 task-arithmetic · M3 TIES; LMC barrier for M0 and M1-perm |
904
  | SET 1 control · pythia-160m-data | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
905
  | SET 1 control · pythia-160m-weight | 3/3 pairs | complete | init-seed-only vs data-order-only, same rungs |
906
+ | SET 1 accuracy · BLiMP | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36, pythia-410m: 15/36 | RAN | 67 paradigms from `nyu-mll/blimp`, minimal-pair sentence-logprob scoring, on the SAME merges |
907
+ | SET 1 · corpus robustness | pythia-14m: 36/36, pythia-160m: 36/36 | RAN | same pairs and merges re-scored on FLORES-200 eng, NeelNanda/pile-10k and WikiText-103 validation |
908
+ | SET 1 · SLERP rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36 | RAN | M6 SLERP and M7 permutation-aligned SLERP on the same pairs; Δfloor and BLiMP |
909
+ | SET 1 · REPAIR rung | pythia-14m: 36/36, pythia-31m: 36/36, pythia-70m: 36/36, pythia-160m: 36/36 | RAN | M4 = permutation-aligned average + pre-activation statistics repair; M5 = naive + repair; Δfloor and BLiMP on the same merges |
910
  | SET 4 Δfloor · English-anchored | 4/4 language pairs (nld_Latn, spa_Latn, ell_Grek, pol_Latn) | complete | M0 naive · M1a vocab-transport · M1b/c vocab+unit-aligned · M1d/e forced-residual · M1f units-only · M1g/h embedding-row Procrustes |
911
  | SET 4 Δfloor · partner-anchored (reverse) | 4/4 language pairs | complete | same rungs, roles swapped |
912
  | SET 4 accuracy · MultiBLiMP 1.0 | 4/4 language pairs | RAN | `jumelet/multiblimp`, English + partner, on the SAME merges; UNK rate reported per cell |
 
914
  | SET 4c · bilingual×bilingual merge (B-GPT en_X × X_en) | 4/4 language pairs | RAN | M0 naive · M1a vocab-transport · M1b/c +unit-aligned · M1g embedding-row Procrustes; Δfloor AND MultiBLiMP on the same merges. ~94% vocabulary overlap, so this cell isolates independent training from the vocabulary wall |
915
  | Validation · is each alignment function-preserving? | 2 substrates x 5 maps | RAN | parent re-evaluated after applying the map; permutation exact to float32 noise, orthogonal NOT (see Validation) |
916
  | SET 4 · task-arithmetic / TIES | 0 | **NOT APPLICABLE** | Both operators need a shared ancestor. Two independently trained monolingual Goldfish models have none, and with one parent as a pseudo-base the operators reduce to returning the other parent. Excluded on definition, not on time. |
917
+ | SET 1 · pythia-410m full grid | 15/36 possible pairs | partial | 6 seeds only (15 possible pairs) and a reduced eval budget; the per-pair alignment cost is ~9 min at this width. Treat 410m as directional. |
918
  | Goldfish other tiers / other languages | 0 | NOT RUN | Only the 1000mb tier and the four audit languages. |
919
  | Any downstream task beyond BLiMP/MultiBLiMP | 0 | NOT RUN | Both benchmarks are minimal-pair grammaticality tests. They do not speak to reasoning, generation quality or instruction following. |
920
 
code/analyze.py CHANGED
@@ -21,6 +21,17 @@ def load(pat):
21
  except Exception: pass
22
  return rows
23
 
 
 
 
 
 
 
 
 
 
 
 
24
 
25
  # ------------------------------------------------------------------ stats helpers
26
  def auroc(score, label):
@@ -404,7 +415,7 @@ if rows4:
404
  print("figures + csvs written")
405
 
406
  # ------------------------------------------------------------------ 5. BLiMP dissociation
407
- blimp = load("blimp_*.jsonl")
408
  if blimp:
409
  brows = []
410
  for b in blimp:
 
21
  except Exception: pass
22
  return rows
23
 
24
+ def _dedup_sp(rows):
25
+ """Drop duplicate (size, pair) records: a cell may be worked by more than one process."""
26
+ seen, out = set(), []
27
+ for r in rows:
28
+ k = (r.get("size"), tuple(r.get("pair", ())))
29
+ if k[1] and k in seen:
30
+ continue
31
+ seen.add(k); out.append(r)
32
+ return out
33
+
34
+
35
 
36
  # ------------------------------------------------------------------ stats helpers
37
  def auroc(score, label):
 
415
  print("figures + csvs written")
416
 
417
  # ------------------------------------------------------------------ 5. BLiMP dissociation
418
+ blimp = _dedup_sp(load("blimp_*.jsonl") + load("blimpB_*.jsonl"))
419
  if blimp:
420
  brows = []
421
  for b in blimp:
code/make_artifact.py CHANGED
@@ -15,6 +15,17 @@ def load(pat):
15
  except Exception: pass
16
  return out
17
 
 
 
 
 
 
 
 
 
 
 
 
18
 
19
  def dedup(rows):
20
  seen, out = set(), []
@@ -27,13 +38,13 @@ def dedup(rows):
27
 
28
  set1 = dedup(load("set1_*.jsonl") + load("set1x_*.jsonl"))
29
  set4 = load("set4_goldfish.jsonl")
30
- blimp = load("blimp_*.jsonl")
31
- rep = load("repair_*.jsonl")
32
- slp = load("slerp_*.jsonl")
33
  mb = load("set4_multiblimp.jsonl")
34
  bgm = load("bgpt_merge.jsonl")
35
  bgc = load("bgpt_ceiling.jsonl")
36
- crb = load("corpus_*.jsonl")
37
  abl = load("abl_*.jsonl")
38
  sizes = sorted({r["size"] for r in set1}, key=lambda s: int(s[:-1]))
39
  UNIF = math.log(50304)
 
15
  except Exception: pass
16
  return out
17
 
18
+ def _dedup_sp(rows):
19
+ """Drop duplicate (size, pair) records: a cell may be worked by more than one process."""
20
+ seen, out = set(), []
21
+ for r in rows:
22
+ k = (r.get("size"), tuple(r.get("pair", ())))
23
+ if k[1] and k in seen:
24
+ continue
25
+ seen.add(k); out.append(r)
26
+ return out
27
+
28
+
29
 
30
  def dedup(rows):
31
  seen, out = set(), []
 
38
 
39
  set1 = dedup(load("set1_*.jsonl") + load("set1x_*.jsonl"))
40
  set4 = load("set4_goldfish.jsonl")
41
+ blimp = _dedup_sp(load("blimp_*.jsonl") + load("blimpB_*.jsonl"))
42
+ rep = _dedup_sp(load("repair_*.jsonl"))
43
+ slp = _dedup_sp(load("slerp_*.jsonl"))
44
  mb = load("set4_multiblimp.jsonl")
45
  bgm = load("bgpt_merge.jsonl")
46
  bgc = load("bgpt_ceiling.jsonl")
47
+ crb = _dedup_sp(load("corpus_*.jsonl"))
48
  abl = load("abl_*.jsonl")
49
  sizes = sorted({r["size"] for r in set1}, key=lambda s: int(s[:-1]))
50
  UNIF = math.log(50304)
code/make_report.py CHANGED
@@ -12,6 +12,17 @@ def load(pat):
12
  except Exception: pass
13
  return rows
14
 
 
 
 
 
 
 
 
 
 
 
 
15
 
16
  def md_table(headers, rows):
17
  out = ["| " + " | ".join(headers) + " |", "|" + "|".join(["---"] * len(headers)) + "|"]
@@ -91,7 +102,7 @@ L.append("""## Read this first: what substrate, and what metric
91
  """)
92
 
93
  # ---------------- headline summary (computed, so it cannot drift from the tables)
94
- _bl = load("blimp_*.jsonl"); _rp = load("repair_*.jsonl"); _mb = load("set4_multiblimp.jsonl")
95
  if set1:
96
  hl = []
97
  s14 = [r for r in set1 if r["size"] == sizes[0]]
@@ -134,10 +145,24 @@ if set1:
134
  pm = np.mean([np.mean(list(b["parent_acc"].values())) for b in b14])
135
  m0 = np.mean([b["rungs"]["M0_naive_avg"]["blimp_acc"] for b in b14])
136
  m1 = np.mean([max(b["rungs"][k]["blimp_acc"] for k in b["rungs"] if k.startswith("M1")) for b in b14])
137
- hl.append(f"4. **The likelihood rescue does not transfer to accuracy.** On pythia-{b14[0]['size']} "
138
- f"(n={len(b14)}), parents average {pm:.3f} on BLiMP; the naive merge {m0:.3f} and the "
139
- f"aligned merge {m1:.3f}, against chance 0.500. A ~70% Δfloor rescue buys ~"
140
- f"{(m1-m0):.3f} accuracy. Pairwise, the two rescues are uncorrelated.")
 
 
 
 
 
 
 
 
 
 
 
 
 
 
141
  if set4:
142
  d0e = np.mean([r["rungs"]["M0_naive_avg"]["delta_floor_eng"] for r in set4])
143
  bst = np.mean([min(r["rungs"][k]["delta_floor_eng"] for k in r["rungs"] if k.startswith("M1")) for r in set4])
@@ -185,8 +210,8 @@ if set1:
185
  f"five-predictor family the audit brief itself names: **{len(_sg)} of {len(_tt)} cells "
186
  f"significant**"
187
  + (" (" + "; ".join(f"{c[0]}, {c[1]}, AUROC {c[2]:.2f}, q={c[3]:.3f}" for c in _sg) + ")" if _sg else "")
188
- + ". The carrying predictor is the coordinate share, whose held-out AUROC across the "
189
- + "substrates is "
190
  + " · ".join(f"{c[0].split('-')[1]}: {c[2]:.2f}"
191
  for c in sorted([c for c in _cf if "coordinate share" in c[1]],
192
  key=lambda c: int(c[0].split('-')[1][:-1])))
@@ -438,13 +463,15 @@ block-normalised weight distance. `M1d/M1e` force the residual factor in regardl
438
  """)
439
 
440
  # ---------------- BLiMP: accuracy, not likelihood
441
- blimp = load("blimp_*.jsonl")
442
  if blimp:
443
  L.append("\n## The accuracy test · does the likelihood rescue transfer? (BLiMP, SET 1)\n")
444
  L.append("PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges. "
445
  "Scoring is the standard minimal-pair comparison: total log p over the sentence, "
446
  "correct when the grammatical member scores higher. **Chance = 0.500.** Same merges, "
447
- "same alignment, same pairs as the Δfloor tables above.\n")
 
 
448
  body, corr_rows = [], []
449
  for sz in sorted({b["size"] for b in blimp}, key=lambda x: int(x[:-1])):
450
  sub = [b for b in blimp if b["size"] == sz]
@@ -483,9 +510,11 @@ is not a caveat to add to a positive result here; on this substrate it is the re
483
 
484
  **And the two quantities are flat against each other across the whole scale ladder.** The share of
485
  the naive Δfloor that alignment removes falls from ~70% at 14M to ~11% at 410M — a sixfold change.
486
- The share of the parents' above-chance BLiMP margin that the merged model retains does not track it
487
- at all: it sits at roughly a fifth at 14M, 31M and 70M and drops at 160M. Whatever the likelihood
488
- rescue is buying, it is not this benchmark, and the amount of it makes almost no difference.
 
 
489
  """)
490
  if corr_rows:
491
  L.append("\nPair by pair, does the size of the likelihood rescue predict the size of the "
@@ -494,7 +523,7 @@ rescue is buying, it is not this benchmark, and the amount of it makes almost no
494
  "mean Δfloor rescue (nats/tok)", "mean BLiMP rescue (acc)"], corr_rows))
495
 
496
  # ---------------- REPAIR
497
- rep = load("repair_*.jsonl")
498
  if rep:
499
  L.append("\n## Did we try hard enough? · REPAIR on top of the alignment\n")
500
  L.append("The obvious objection to a negative merging result is that averaging is a weak merge: it "
@@ -537,7 +566,7 @@ alignment were all tried on the same pairs; the best of them recovers most of th
537
  """)
538
 
539
  # ---------------- corpus robustness
540
- crb = load("corpus_*.jsonl")
541
  if crb:
542
  L.append("\n### Robustness: is the Δfloor an artifact of the held-out corpus?\n")
543
  L.append("The main SET 1 tables score on FLORES-200 English devtest — genuinely held out from "
@@ -557,13 +586,18 @@ if crb:
557
  fmt(np.mean(1 - d1 / d0) * 100, 1) + "%"])
558
  L.append(md_table(["substrate", "n pairs", "corpus", "parent floor", "naive Δfloor",
559
  "Δfloor permutation-aligned", "rescue"], body))
560
- L.append("\n**It is not a corpus artifact.** The parent floors move with domain, as they should, "
561
- "but the naive Δfloor, the aligned Δfloor and the rescue fraction are stable across all "
562
- "three corporaincluding the in-distribution Pile sample. The merge penalty is a "
563
- "property of the merge, not of the evaluation set.\n")
 
 
 
 
 
564
 
565
  # ---------------- SLERP
566
- slp = load("slerp_*.jsonl")
567
  if slp:
568
  L.append("\n## The operator practitioners actually use · SLERP\n")
569
  L.append("Every rung above is a lab operator. A census of community merges on the Hub finds SLERP "
@@ -587,8 +621,9 @@ if slp:
587
  **SLERP is worse than a plain average here, not better.** Walking the great circle between two
588
  parameter sets that are essentially orthogonal interpolates their *directions*, and between two
589
  independently initialised networks there is no meaningful direction to interpolate — so it inherits
590
- the naive merge's failure and adds to it. Applied *after* unit alignment it comes back to roughly
591
- where the aligned average already was. Two things follow. First, the field's default recipe does not
 
592
  rescue the composition case, so "practitioners do it differently" is not an escape from this result.
593
  Second, the ordering is the same as everywhere else in this report: **alignment is what moves the
594
  number, and the choice of operator on top of it barely matters.**
@@ -849,22 +884,32 @@ if os.path.exists(f"{R}/predictor_confirmatory.csv"):
849
  pass
850
  _sig = [c for c in _conf if c["q"] == c["q"] and c["q"] < 0.05]
851
  _tested = [c for c in _conf if c["q"] == c["q"]]
 
 
 
 
852
  L.append(f"""
853
  ### What P0-2 comes to
854
 
855
  **The confirmatory family gives {len(_sig)} significant cell{'' if len(_sig) == 1 else 's'} out of
856
- {len(_tested)} tested** (BH q < 0.05 within the family){':' if _sig else '.'}
857
- """ + ("".join(f"\n- {c['sub']} · {c['pred']} · AUROC {c['auroc']:.3f} · q = {c['q']:.3f}" for c in _sig) if _sig else "") + """
858
-
 
 
 
 
 
859
  That is a real effect and it should not be rounded down to zero. It should also not be rounded up.
860
  The predictor that carries it is the **coordinate share** — exactly the quantity the manuscript's
861
  thesis is about — and the honest summary is:
 
862
 
863
- - **It does not replicate across substrates.** The same predictor's held-out AUROC ranges from ~0.48
864
- (chance, and slightly the wrong way) to 0.81 across four complete 36-pair grids of the *same*
865
- model family differing only in size. A quantity that lands anywhere in that range depending on
866
- which substrate you happen to test is not a validated instrument for "representational alignment
867
- predicts merging", however encouraging its best cell looks.
868
  - **The exploratory table looks better than the confirmatory one, and that is the point of having
869
  both.** Across ~150 predictor × substrate × outcome cells there are plenty of AUROCs in the
870
  0.70–0.81 range with raw permutation p below 0.05; none survives BH across that family. Quoting
@@ -970,10 +1015,10 @@ cov.append(["SET 1 accuracy · BLiMP", ", ".join(f"pythia-{k}: {v}/36" for k, v
970
  "67 paradigms from `nyu-mll/blimp`, minimal-pair sentence-logprob scoring, on the SAME merges"])
971
  nr = {}
972
  for r_ in rep: nr[r_["size"]] = nr.get(r_["size"], 0) + 1
973
- _slp = load("slerp_*.jsonl")
974
  _ns = {}
975
  for r_ in _slp: _ns[r_["size"]] = _ns.get(r_["size"], 0) + 1
976
- _crb = load("corpus_*.jsonl")
977
  _nc = {}
978
  for r_ in _crb: _nc[r_["size"]] = _nc.get(r_["size"], 0) + 1
979
  cov.append(["SET 1 · corpus robustness", ", ".join(f"pythia-{k}: {v}/36" for k, v in sorted(_nc.items(), key=lambda kv: int(kv[0][:-1]))) or "0",
 
12
  except Exception: pass
13
  return rows
14
 
15
+ def _dedup_sp(rows):
16
+ """Drop duplicate (size, pair) records: a cell may be worked by more than one process."""
17
+ seen, out = set(), []
18
+ for r in rows:
19
+ k = (r.get("size"), tuple(r.get("pair", ())))
20
+ if k[1] and k in seen:
21
+ continue
22
+ seen.add(k); out.append(r)
23
+ return out
24
+
25
+
26
 
27
  def md_table(headers, rows):
28
  out = ["| " + " | ".join(headers) + " |", "|" + "|".join(["---"] * len(headers)) + "|"]
 
102
  """)
103
 
104
  # ---------------- headline summary (computed, so it cannot drift from the tables)
105
+ _bl = _dedup_sp(load("blimp_*.jsonl") + load("blimpB_*.jsonl")); _rp = _dedup_sp(load("repair_*.jsonl")); _mb = load("set4_multiblimp.jsonl")
106
  if set1:
107
  hl = []
108
  s14 = [r for r in set1 if r["size"] == sizes[0]]
 
145
  pm = np.mean([np.mean(list(b["parent_acc"].values())) for b in b14])
146
  m0 = np.mean([b["rungs"]["M0_naive_avg"]["blimp_acc"] for b in b14])
147
  m1 = np.mean([max(b["rungs"][k]["blimp_acc"] for k in b["rungs"] if k.startswith("M1")) for b in b14])
148
+ _bs = sorted({x["size"] for x in _bl}, key=lambda x: int(x[:-1]))
149
+ _keep = []
150
+ for _s in _bs:
151
+ _sub = [x for x in _bl if x["size"] == _s]
152
+ _ce = float(np.mean([x["ceiling"] for x in _sub]))
153
+ _mm = float(np.mean([max(x["rungs"][k]["blimp_acc"] for k in x["rungs"]) for x in _sub]))
154
+ _keep.append((_s, _mm, (_mm - 0.5) / (_ce - 0.5) * 100))
155
+ hl.append(f"4. **The likelihood rescue does not transfer to accuracy — and this is the sharpest "
156
+ f"result here.** Same merges, scored on BLiMP. On pythia-{b14[0]['size']} "
157
+ f"(n={len(b14)}) parents average {pm:.3f}, the naive merge {m0:.3f} and the aligned "
158
+ f"merge {m1:.3f}, against chance 0.500 — a ~70% Δfloor rescue buys ~{(m1-m0):.3f} "
159
+ f"accuracy, and pair by pair the two rescues are uncorrelated. Across the ladder the "
160
+ f"merged model scores "
161
+ + " · ".join(f"{s_} {a_:.3f}" for s_, a_, _k in _keep)
162
+ + f" — it retains {_keep[0][2]:.0f}%→{_keep[-1][2]:.0f}% of the parents' above-chance "
163
+ f"margin — while the likelihood rescue over the same range falls from ~70% to ~8%. "
164
+ f"The accuracy the merge keeps is essentially independent of how much likelihood "
165
+ f"alignment recovered.")
166
  if set4:
167
  d0e = np.mean([r["rungs"]["M0_naive_avg"]["delta_floor_eng"] for r in set4])
168
  bst = np.mean([min(r["rungs"][k]["delta_floor_eng"] for k in r["rungs"] if k.startswith("M1")) for r in set4])
 
210
  f"five-predictor family the audit brief itself names: **{len(_sg)} of {len(_tt)} cells "
211
  f"significant**"
212
  + (" (" + "; ".join(f"{c[0]}, {c[1]}, AUROC {c[2]:.2f}, q={c[3]:.3f}" for c in _sg) + ")" if _sg else "")
213
+ + ". The strongest predictor is the coordinate share AUROC 0.81 at pythia-70m with a "
214
+ "raw permutation p of 0.002 — and its held-out AUROC across the substrates is "
215
  + " · ".join(f"{c[0].split('-')[1]}: {c[2]:.2f}"
216
  for c in sorted([c for c in _cf if "coordinate share" in c[1]],
217
  key=lambda c: int(c[0].split('-')[1][:-1])))
 
463
  """)
464
 
465
  # ---------------- BLiMP: accuracy, not likelihood
466
+ blimp = _dedup_sp(load("blimp_*.jsonl") + load("blimpB_*.jsonl"))
467
  if blimp:
468
  L.append("\n## The accuracy test · does the likelihood rescue transfer? (BLiMP, SET 1)\n")
469
  L.append("PolyPythia parents are English LMs, so BLiMP applies directly to SET 1's merges. "
470
  "Scoring is the standard minimal-pair comparison: total log p over the sentence, "
471
  "correct when the grammatical member scores higher. **Chance = 0.500.** Same merges, "
472
+ "same alignment, same pairs as the Δfloor tables above. Item budget is 200 minimal pairs per "
473
+ "paradigm at 14M/31M/70M, 150 at 160M and 100 at 410M — 6,700–13,400 pairs per "
474
+ "evaluation, which puts the binomial standard error on each cell below 0.006.\n")
475
  body, corr_rows = [], []
476
  for sz in sorted({b["size"] for b in blimp}, key=lambda x: int(x[:-1])):
477
  sub = [b for b in blimp if b["size"] == sz]
 
510
 
511
  **And the two quantities are flat against each other across the whole scale ladder.** The share of
512
  the naive Δfloor that alignment removes falls from ~70% at 14M to ~11% at 410M — a sixfold change.
513
+ The share of the parents' above-chance BLiMP margin the merged model retains barely moves over the
514
+ same range: 28% 25% 24% 19% 19%. The merged model scores between 0.52 and 0.54 at *every*
515
+ size, whether alignment recovered three quarters of the likelihood gap or a tenth of it. Whatever
516
+ the likelihood rescue is buying, it is not this benchmark, and the amount of it makes almost no
517
+ difference.
518
  """)
519
  if corr_rows:
520
  L.append("\nPair by pair, does the size of the likelihood rescue predict the size of the "
 
523
  "mean Δfloor rescue (nats/tok)", "mean BLiMP rescue (acc)"], corr_rows))
524
 
525
  # ---------------- REPAIR
526
+ rep = _dedup_sp(load("repair_*.jsonl"))
527
  if rep:
528
  L.append("\n## Did we try hard enough? · REPAIR on top of the alignment\n")
529
  L.append("The obvious objection to a negative merging result is that averaging is a weak merge: it "
 
566
  """)
567
 
568
  # ---------------- corpus robustness
569
+ crb = _dedup_sp(load("corpus_*.jsonl"))
570
  if crb:
571
  L.append("\n### Robustness: is the Δfloor an artifact of the held-out corpus?\n")
572
  L.append("The main SET 1 tables score on FLORES-200 English devtest — genuinely held out from "
 
586
  fmt(np.mean(1 - d1 / d0) * 100, 1) + "%"])
587
  L.append(md_table(["substrate", "n pairs", "corpus", "parent floor", "naive Δfloor",
588
  "Δfloor permutation-aligned", "rescue"], body))
589
+ L.append("""
590
+ **It is not a corpus artifact.** Parent floors move with domain, as they should. The naive Δfloor
591
+ barely moves at all within 2% at 14M and within 7% at 160M and the aligned Δfloor moves by under
592
+ a nat. The rescue fraction is within 2 points across corpora at 14M; at 160M it drifts from 23% on
593
+ FLORES to 14% on WikiText, which is worth stating rather than smoothing over, but it does not touch
594
+ either conclusion: the merge penalty is enormous on the in-distribution Pile sample too, and the
595
+ scale trend (large rescue at 14M, small at 160M) is present on all three corpora. The penalty is a
596
+ property of the merge, not of the evaluation set.
597
+ """)
598
 
599
  # ---------------- SLERP
600
+ slp = _dedup_sp(load("slerp_*.jsonl"))
601
  if slp:
602
  L.append("\n## The operator practitioners actually use · SLERP\n")
603
  L.append("Every rung above is a lab operator. A census of community merges on the Hub finds SLERP "
 
621
  **SLERP is worse than a plain average here, not better.** Walking the great circle between two
622
  parameter sets that are essentially orthogonal interpolates their *directions*, and between two
623
  independently initialised networks there is no meaningful direction to interpolate — so it inherits
624
+ the naive merge's failure and roughly doubles it. Applied *after* unit alignment it recovers most of
625
+ that but still lands consistently worse than the aligned plain average, at every size. Two things
626
+ follow. First, the field's default recipe does not
627
  rescue the composition case, so "practitioners do it differently" is not an escape from this result.
628
  Second, the ordering is the same as everywhere else in this report: **alignment is what moves the
629
  number, and the choice of operator on top of it barely matters.**
 
884
  pass
885
  _sig = [c for c in _conf if c["q"] == c["q"] and c["q"] < 0.05]
886
  _tested = [c for c in _conf if c["q"] == c["q"]]
887
+ _cs_line = " · ".join(
888
+ f"{c['sub'].split('-')[1]} {c['auroc']:.2f}"
889
+ for c in sorted([c for c in _conf if "coordinate share" in c["pred"]],
890
+ key=lambda c: int(c["sub"].split("-")[1][:-1]))) or "—"
891
  L.append(f"""
892
  ### What P0-2 comes to
893
 
894
  **The confirmatory family gives {len(_sig)} significant cell{'' if len(_sig) == 1 else 's'} out of
895
+ {len(_tested)} tested** (BH q under 0.05 within the family){':' if _sig else '.'}
896
+ """ + ("".join(f"\n- {c['sub']} · {c['pred']} · AUROC {c['auroc']:.3f} · q = {c['q']:.3f}\n" for c in _sig) if _sig else "") + ("""
897
+ The strongest single cell is the coordinate share at pythia-70m — held-out AUROC 0.81, raw
898
+ permutation p = 0.002 — which is a real effect and worth naming rather than burying. It does not
899
+ survive correction across the family, and the reason it does not is instructive: the same predictor
900
+ on the same outcome, measured on four other complete grids of the same model family, lands at 0.45,
901
+ 0.48, 0.61 and 0.71. The honest summary is:
902
+ """ if not _sig else """
903
  That is a real effect and it should not be rounded down to zero. It should also not be rounded up.
904
  The predictor that carries it is the **coordinate share** — exactly the quantity the manuscript's
905
  thesis is about — and the honest summary is:
906
+ """) + """
907
 
908
+ - **It does not replicate across substrates.** Held-out AUROC for the coordinate share, on five
909
+ complete grids of the *same* model family differing only in size: """ + _cs_line + """. A quantity that lands
910
+ anywhere between "slightly the wrong way" and 0.81 depending on which substrate you happen to test
911
+ is not a validated instrument for "representational alignment predicts merging", however
912
+ encouraging its best cell looks.
913
  - **The exploratory table looks better than the confirmatory one, and that is the point of having
914
  both.** Across ~150 predictor × substrate × outcome cells there are plenty of AUROCs in the
915
  0.70–0.81 range with raw permutation p below 0.05; none survives BH across that family. Quoting
 
1015
  "67 paradigms from `nyu-mll/blimp`, minimal-pair sentence-logprob scoring, on the SAME merges"])
1016
  nr = {}
1017
  for r_ in rep: nr[r_["size"]] = nr.get(r_["size"], 0) + 1
1018
+ _slp = _dedup_sp(load("slerp_*.jsonl"))
1019
  _ns = {}
1020
  for r_ in _slp: _ns[r_["size"]] = _ns.get(r_["size"], 0) + 1
1021
+ _crb = _dedup_sp(load("corpus_*.jsonl"))
1022
  _nc = {}
1023
  for r_ in _crb: _nc[r_["size"]] = _nc.get(r_["size"], 0) + 1
1024
  cov.append(["SET 1 · corpus robustness", ", ".join(f"pythia-{k}: {v}/36" for k, v in sorted(_nc.items(), key=lambda kv: int(kv[0][:-1]))) or "0",
code/run_blimp410.sh ADDED
@@ -0,0 +1,8 @@
 
 
 
 
 
 
 
 
 
1
+ #!/bin/bash
2
+ source /root/.ms_hf_env
3
+ export HF_HOME=/root/hf_cache_brainalign
4
+ export OMP_NUM_THREADS=8 MKL_NUM_THREADS=8 OPENBLAS_NUM_THREADS=8
5
+ P=/root/venvs/mergeability/bin/python
6
+ CUDA_VISIBLE_DEVICES=$1 $P /root/compose-audit/set1_blimp.py --size 410m --seeds $2 \
7
+ --n_per_paradigm 100 --bs 32 --blocks 24 --acts_rows 1024 >> /root/compose-audit/logs/blimp410_$3.log 2>&1
8
+ echo BLIMP410_$3_DONE >> /root/compose-audit/logs/blimp410_$3.log
code/set1_blimp.py CHANGED
@@ -16,10 +16,11 @@ ap.add_argument("--seeds", default="1,2,3,4,5,6,7,8,9")
16
  ap.add_argument("--n_per_paradigm", type=int, default=200)
17
  ap.add_argument("--bs", type=int, default=128)
18
  ap.add_argument("--acts_rows", type=int, default=2048)
 
19
  ap.add_argument("--blocks", type=int, default=48)
20
  A = ap.parse_args()
21
  SEEDS = [int(s) for s in A.seeds.split(",")]
22
- OUT = f"/root/compose-audit/results/blimp_{A.size}.jsonl"
23
  DEV = "cuda"
24
  BLIMP = glob.glob("/root/hf_cache_brainalign/hub/datasets--nyu-mll--blimp/snapshots/*/")[0]
25
 
 
16
  ap.add_argument("--n_per_paradigm", type=int, default=200)
17
  ap.add_argument("--bs", type=int, default=128)
18
  ap.add_argument("--acts_rows", type=int, default=2048)
19
+ ap.add_argument("--tag", default="blimp")
20
  ap.add_argument("--blocks", type=int, default=48)
21
  A = ap.parse_args()
22
  SEEDS = [int(s) for s in A.seeds.split(",")]
23
+ OUT = f"/root/compose-audit/results/{A.tag}_{A.size}.jsonl"
24
  DEV = "cuda"
25
  BLIMP = glob.glob("/root/hf_cache_brainalign/hub/datasets--nyu-mll--blimp/snapshots/*/")[0]
26
 
figs/set1_blimp_dissociation.png CHANGED

Git LFS Details

  • SHA256: f16c6282855913e809b38f7ec78af469d4ccbac841979aa990caa4eeb1e4b807
  • Pointer size: 131 Bytes
  • Size of remote file: 102 kB

Git LFS Details

  • SHA256: fd06705c723efd372abe445bead6fa61beddd4da009d31ea3a34ef1bdafc7fe7
  • Pointer size: 131 Bytes
  • Size of remote file: 111 kB
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4
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5
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results/blimp_410m.jsonl ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
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2
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3
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4
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5
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6
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7
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8
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0.68, "existential_there_quantifiers_2": 0.86, "existential_there_subject_raising": 0.52, "expletive_it_object_raising": 0.63, "inchoative": 0.4, "intransitive": 0.51, "irregular_past_participle_adjectives": 0.98, "irregular_past_participle_verbs": 0.22, "irregular_plural_subject_verb_agreement_1": 0.38, "irregular_plural_subject_verb_agreement_2": 0.46, "left_branch_island_echo_question": 0.61, "left_branch_island_simple_question": 0.54, "matrix_question_npi_licensor_present": 0.34, "npi_present_1": 0.48, "npi_present_2": 0.23, "only_npi_licensor_present": 0.18, "only_npi_scope": 0.42, "passive_1": 0.71, "passive_2": 0.76, "principle_A_c_command": 0.51, "principle_A_case_1": 1.0, "principle_A_case_2": 0.5, "principle_A_domain_1": 1.0, "principle_A_domain_2": 0.63, "principle_A_domain_3": 0.57, "principle_A_reconstruction": 0.4, "regular_plural_subject_verb_agreement_1": 0.59, "regular_plural_subject_verb_agreement_2": 0.49, "sentential_negation_npi_licensor_present": 0.93, "sentential_negation_npi_scope": 0.16, "sentential_subject_island": 0.49, "superlative_quantifiers_1": 0.0, "superlative_quantifiers_2": 0.22, "tough_vs_raising_1": 0.25, "tough_vs_raising_2": 0.89, "transitive": 0.53, "wh_island": 0.95, "wh_questions_object_gap": 1.0, "wh_questions_subject_gap": 1.0, "wh_questions_subject_gap_long_distance": 1.0, "wh_vs_that_no_gap": 1.0, "wh_vs_that_no_gap_long_distance": 1.0, "wh_vs_that_with_gap": 0.0, "wh_vs_that_with_gap_long_distance": 0.0}, "M1_orth_avg": {"adjunct_island": 0.37, "anaphor_gender_agreement": 0.27, "anaphor_number_agreement": 0.36, "animate_subject_passive": 0.63, "animate_subject_trans": 0.58, "causative": 0.6, "complex_NP_island": 0.43, "coordinate_structure_constraint_complex_left_branch": 0.54, "coordinate_structure_constraint_object_extraction": 0.34, "determiner_noun_agreement_1": 0.54, "determiner_noun_agreement_2": 0.55, "determiner_noun_agreement_irregular_1": 0.51, "determiner_noun_agreement_irregular_2": 0.54, "determiner_noun_agreement_with_adj_2": 0.51, "determiner_noun_agreement_with_adj_irregular_1": 0.55, "determiner_noun_agreement_with_adj_irregular_2": 0.61, "determiner_noun_agreement_with_adjective_1": 0.49, "distractor_agreement_relational_noun": 0.44, "distractor_agreement_relative_clause": 0.41, "drop_argument": 0.76, "ellipsis_n_bar_1": 0.32, "ellipsis_n_bar_2": 0.29, "existential_there_object_raising": 0.7, "existential_there_quantifiers_1": 0.74, "existential_there_quantifiers_2": 0.7, "existential_there_subject_raising": 0.46, "expletive_it_object_raising": 0.65, "inchoative": 0.44, "intransitive": 0.51, "irregular_past_participle_adjectives": 0.49, "irregular_past_participle_verbs": 0.25, "irregular_plural_subject_verb_agreement_1": 0.63, "irregular_plural_subject_verb_agreement_2": 0.53, "left_branch_island_echo_question": 0.51, "left_branch_island_simple_question": 0.49, "matrix_question_npi_licensor_present": 0.39, "npi_present_1": 0.0, "npi_present_2": 0.01, "only_npi_licensor_present": 0.39, "only_npi_scope": 0.88, "passive_1": 0.67, "passive_2": 0.71, "principle_A_c_command": 0.66, "principle_A_case_1": 1.0, "principle_A_case_2": 0.73, "principle_A_domain_1": 1.0, "principle_A_domain_2": 0.6, "principle_A_domain_3": 0.54, "principle_A_reconstruction": 0.18, "regular_plural_subject_verb_agreement_1": 0.53, "regular_plural_subject_verb_agreement_2": 0.52, "sentential_negation_npi_licensor_present": 0.99, "sentential_negation_npi_scope": 0.62, "sentential_subject_island": 0.4, "superlative_quantifiers_1": 0.0, "superlative_quantifiers_2": 0.21, "tough_vs_raising_1": 0.45, "tough_vs_raising_2": 0.64, "transitive": 0.59, "wh_island": 0.51, "wh_questions_object_gap": 0.95, "wh_questions_subject_gap": 0.98, "wh_questions_subject_gap_long_distance": 0.99, "wh_vs_that_no_gap": 0.98, "wh_vs_that_no_gap_long_distance": 0.97, "wh_vs_that_with_gap": 0.01, "wh_vs_that_with_gap_long_distance": 0.02}}, "secs": 305.6105740070343}
9
+ {"set": "set1_blimp", "size": "410m", "pair": [2, 6], "metric": "BLiMP accuracy (chance=0.5) -- ACCURACY, not likelihood", "n_per_paradigm": 100, "n_paradigms": 67, "parent_acc": {"a": 0.8067164179104478, "b": 0.8022388059701493}, "ceiling": 0.8067164179104478, "rungs": {"M0_naive_avg": {"blimp_acc": 0.5086567164179104, "delta_vs_best_parent": -0.29805970149253735}, "M1_perm_avg": {"blimp_acc": 0.5413432835820896, "delta_vs_best_parent": -0.2653731343283582}, "M1_orth_avg": {"blimp_acc": 0.5680597014925373, "delta_vs_best_parent": -0.23865671641791053}}, "per_paradigm": {"M0_naive_avg": {"adjunct_island": 0.49, "anaphor_gender_agreement": 0.58, "anaphor_number_agreement": 0.44, "animate_subject_passive": 0.64, "animate_subject_trans": 0.51, "causative": 0.46, "complex_NP_island": 0.69, "coordinate_structure_constraint_complex_left_branch": 0.39, "coordinate_structure_constraint_object_extraction": 0.37, "determiner_noun_agreement_1": 0.58, "determiner_noun_agreement_2": 0.47, "determiner_noun_agreement_irregular_1": 0.51, "determiner_noun_agreement_irregular_2": 0.46, "determiner_noun_agreement_with_adj_2": 0.54, "determiner_noun_agreement_with_adj_irregular_1": 0.57, "determiner_noun_agreement_with_adj_irregular_2": 0.46, "determiner_noun_agreement_with_adjective_1": 0.49, "distractor_agreement_relational_noun": 0.45, "distractor_agreement_relative_clause": 0.52, "drop_argument": 0.66, "ellipsis_n_bar_1": 0.5, "ellipsis_n_bar_2": 0.21, "existential_there_object_raising": 0.72, "existential_there_quantifiers_1": 0.05, "existential_there_quantifiers_2": 0.46, "existential_there_subject_raising": 0.46, "expletive_it_object_raising": 0.6, "inchoative": 0.38, "intransitive": 0.53, "irregular_past_participle_adjectives": 0.36, "irregular_past_participle_verbs": 0.62, "irregular_plural_subject_verb_agreement_1": 0.42, "irregular_plural_subject_verb_agreement_2": 0.47, "left_branch_island_echo_question": 0.4, "left_branch_island_simple_question": 0.5, "matrix_question_npi_licensor_present": 0.41, "npi_present_1": 0.58, "npi_present_2": 0.6, "only_npi_licensor_present": 0.83, "only_npi_scope": 0.57, "passive_1": 0.54, "passive_2": 0.64, "principle_A_c_command": 0.69, "principle_A_case_1": 0.76, "principle_A_case_2": 0.57, "principle_A_domain_1": 0.71, "principle_A_domain_2": 0.42, "principle_A_domain_3": 0.51, "principle_A_reconstruction": 0.46, "regular_plural_subject_verb_agreement_1": 0.51, "regular_plural_subject_verb_agreement_2": 0.47, "sentential_negation_npi_licensor_present": 1.0, "sentential_negation_npi_scope": 0.46, "sentential_subject_island": 0.52, "superlative_quantifiers_1": 0.03, "superlative_quantifiers_2": 0.41, "tough_vs_raising_1": 0.37, "tough_vs_raising_2": 0.61, "transitive": 0.47, "wh_island": 0.16, "wh_questions_object_gap": 0.71, "wh_questions_subject_gap": 0.46, "wh_questions_subject_gap_long_distance": 0.66, "wh_vs_that_no_gap": 0.64, "wh_vs_that_no_gap_long_distance": 0.57, "wh_vs_that_with_gap": 0.43, "wh_vs_that_with_gap_long_distance": 0.35}, "M1_perm_avg": {"adjunct_island": 0.29, "anaphor_gender_agreement": 0.35, "anaphor_number_agreement": 0.38, "animate_subject_passive": 0.71, "animate_subject_trans": 0.43, "causative": 0.41, "complex_NP_island": 0.4, "coordinate_structure_constraint_complex_left_branch": 0.53, "coordinate_structure_constraint_object_extraction": 0.31, "determiner_noun_agreement_1": 0.57, "determiner_noun_agreement_2": 0.53, "determiner_noun_agreement_irregular_1": 0.48, "determiner_noun_agreement_irregular_2": 0.53, "determiner_noun_agreement_with_adj_2": 0.45, "determiner_noun_agreement_with_adj_irregular_1": 0.46, "determiner_noun_agreement_with_adj_irregular_2": 0.59, "determiner_noun_agreement_with_adjective_1": 0.43, "distractor_agreement_relational_noun": 0.47, "distractor_agreement_relative_clause": 0.49, "drop_argument": 0.69, "ellipsis_n_bar_1": 0.49, "ellipsis_n_bar_2": 0.2, "existential_there_object_raising": 0.64, "existential_there_quantifiers_1": 0.63, "existential_there_quantifiers_2": 0.82, "existential_there_subject_raising": 0.62, "expletive_it_object_raising": 0.62, "inchoative": 0.35, "intransitive": 0.51, "irregular_past_participle_adjectives": 0.99, "irregular_past_participle_verbs": 0.18, "irregular_plural_subject_verb_agreement_1": 0.51, "irregular_plural_subject_verb_agreement_2": 0.47, "left_branch_island_echo_question": 0.65, "left_branch_island_simple_question": 0.52, "matrix_question_npi_licensor_present": 0.38, "npi_present_1": 0.0, "npi_present_2": 0.16, "only_npi_licensor_present": 0.16, "only_npi_scope": 0.59, "passive_1": 0.71, "passive_2": 0.65, "principle_A_c_command": 0.7, "principle_A_case_1": 1.0, "principle_A_case_2": 0.55, "principle_A_domain_1": 0.84, "principle_A_domain_2": 0.51, "principle_A_domain_3": 0.53, "principle_A_reconstruction": 0.41, "regular_plural_subject_verb_agreement_1": 0.55, "regular_plural_subject_verb_agreement_2": 0.51, "sentential_negation_npi_licensor_present": 1.0, "sentential_negation_npi_scope": 0.79, "sentential_subject_island": 0.52, "superlative_quantifiers_1": 0.48, "superlative_quantifiers_2": 0.89, "tough_vs_raising_1": 0.34, "tough_vs_raising_2": 0.73, "transitive": 0.51, "wh_island": 0.2, "wh_questions_object_gap": 0.98, "wh_questions_subject_gap": 0.95, "wh_questions_subject_gap_long_distance": 0.97, "wh_vs_that_no_gap": 0.96, "wh_vs_that_no_gap_long_distance": 0.93, "wh_vs_that_with_gap": 0.04, "wh_vs_that_with_gap_long_distance": 0.03}, "M1_orth_avg": {"adjunct_island": 0.34, "anaphor_gender_agreement": 0.55, "anaphor_number_agreement": 0.69, "animate_subject_passive": 0.62, "animate_subject_trans": 0.54, "causative": 0.5, "complex_NP_island": 0.54, "coordinate_structure_constraint_complex_left_branch": 0.37, "coordinate_structure_constraint_object_extraction": 0.3, "determiner_noun_agreement_1": 0.6, "determiner_noun_agreement_2": 0.53, "determiner_noun_agreement_irregular_1": 0.59, "determiner_noun_agreement_irregular_2": 0.53, "determiner_noun_agreement_with_adj_2": 0.45, "determiner_noun_agreement_with_adj_irregular_1": 0.48, "determiner_noun_agreement_with_adj_irregular_2": 0.58, "determiner_noun_agreement_with_adjective_1": 0.52, "distractor_agreement_relational_noun": 0.44, "distractor_agreement_relative_clause": 0.39, "drop_argument": 0.75, "ellipsis_n_bar_1": 0.57, "ellipsis_n_bar_2": 0.33, "existential_there_object_raising": 0.73, "existential_there_quantifiers_1": 0.6, "existential_there_quantifiers_2": 0.9, "existential_there_subject_raising": 0.54, "expletive_it_object_raising": 0.61, "inchoative": 0.38, "intransitive": 0.55, "irregular_past_participle_adjectives": 0.82, "irregular_past_participle_verbs": 0.48, "irregular_plural_subject_verb_agreement_1": 0.63, "irregular_plural_subject_verb_agreement_2": 0.54, "left_branch_island_echo_question": 0.37, "left_branch_island_simple_question": 0.42, "matrix_question_npi_licensor_present": 0.35, "npi_present_1": 0.5, "npi_present_2": 0.36, "only_npi_licensor_present": 0.52, "only_npi_scope": 0.73, "passive_1": 0.63, "passive_2": 0.65, "principle_A_c_command": 0.26, "principle_A_case_1": 0.95, "principle_A_case_2": 0.41, "principle_A_domain_1": 0.87, "principle_A_domain_2": 0.44, "principle_A_domain_3": 0.58, "principle_A_reconstruction": 0.5, "regular_plural_subject_verb_agreement_1": 0.64, "regular_plural_subject_verb_agreement_2": 0.76, "sentential_negation_npi_licensor_present": 1.0, "sentential_negation_npi_scope": 0.53, "sentential_subject_island": 0.18, "superlative_quantifiers_1": 0.48, "superlative_quantifiers_2": 0.71, "tough_vs_raising_1": 0.35, "tough_vs_raising_2": 0.7, "transitive": 0.53, "wh_island": 0.74, "wh_questions_object_gap": 0.95, "wh_questions_subject_gap": 0.96, "wh_questions_subject_gap_long_distance": 1.0, "wh_vs_that_no_gap": 0.98, "wh_vs_that_no_gap_long_distance": 1.0, "wh_vs_that_with_gap": 0.01, "wh_vs_that_with_gap_long_distance": 0.01}}, "secs": 383.74919033050537}
results/blimp_pairs.csv CHANGED
@@ -107,6 +107,15 @@ size,pair,ceiling,parent_mean,M0,M1best,acc_M0_naive_avg,acc_M1_perm_avg,acc_M1_
107
  31m,(7, 8),0.7023134328358209,0.6925373134328359,0.5417164179104478,0.576044776119403,0.5417164179104478,0.5673134328358209,0.576044776119403
108
  31m,(7, 9),0.7023134328358209,0.6969402985074626,0.5711940298507463,0.5625373134328359,0.5711940298507463,0.5625373134328359,0.552910447761194
109
  31m,(8, 9),0.6915671641791045,0.6871641791044776,0.5675373134328359,0.566044776119403,0.5675373134328359,0.5632089552238806,0.566044776119403
 
 
 
 
 
 
 
 
 
110
  70m,(1, 2),0.7305223880597015,0.721044776119403,0.5678358208955224,0.543955223880597,0.5678358208955224,0.5375373134328358,0.543955223880597
111
  70m,(1, 3),0.7305223880597015,0.7224253731343284,0.542910447761194,0.5558955223880597,0.542910447761194,0.5305223880597015,0.5558955223880597
112
  70m,(1, 4),0.7305223880597015,0.7176492537313433,0.5120149253731343,0.5324626865671642,0.5120149253731343,0.5324626865671642,0.521044776119403
@@ -143,3 +152,9 @@ size,pair,ceiling,parent_mean,M0,M1best,acc_M0_naive_avg,acc_M1_perm_avg,acc_M1_
143
  70m,(7, 8),0.7194776119402985,0.7151119402985074,0.48253731343283585,0.5730597014925373,0.48253731343283585,0.5573880597014925,0.5730597014925373
144
  70m,(7, 9),0.7206716417910448,0.7200746268656717,0.5115671641791045,0.5614925373134328,0.5115671641791045,0.5614925373134328,0.5282835820895523
145
  70m,(8, 9),0.7206716417910448,0.7157089552238807,0.5497014925373135,0.5550746268656717,0.5497014925373135,0.5550746268656717,0.5436567164179105
 
 
 
 
 
 
 
107
  31m,(7, 8),0.7023134328358209,0.6925373134328359,0.5417164179104478,0.576044776119403,0.5417164179104478,0.5673134328358209,0.576044776119403
108
  31m,(7, 9),0.7023134328358209,0.6969402985074626,0.5711940298507463,0.5625373134328359,0.5711940298507463,0.5625373134328359,0.552910447761194
109
  31m,(8, 9),0.6915671641791045,0.6871641791044776,0.5675373134328359,0.566044776119403,0.5675373134328359,0.5632089552238806,0.566044776119403
110
+ 410m,(1, 2),0.8080597014925374,0.8073880597014926,0.5532835820895522,0.5519402985074627,0.5532835820895522,0.5519402985074627,0.5058208955223881
111
+ 410m,(1, 3),0.8080597014925374,0.7923880597014925,0.5294029850746269,0.5562686567164179,0.5294029850746269,0.5295522388059701,0.5562686567164179
112
+ 410m,(1, 4),0.8080597014925374,0.776865671641791,0.5474626865671641,0.5538805970149254,0.5474626865671641,0.5538805970149254,0.5502985074626866
113
+ 410m,(1, 5),0.8080597014925374,0.7998507462686568,0.5359701492537313,0.5246268656716417,0.5359701492537313,0.5202985074626866,0.5246268656716417
114
+ 410m,(1, 6),0.8080597014925374,0.8051492537313434,0.5126865671641792,0.5482089552238806,0.5126865671641792,0.5356716417910448,0.5482089552238806
115
+ 410m,(2, 3),0.8067164179104478,0.7917164179104478,0.5128358208955224,0.5647761194029851,0.5128358208955224,0.5429850746268656,0.5647761194029851
116
+ 410m,(2, 4),0.8067164179104478,0.7761940298507463,0.49223880597014924,0.5707462686567164,0.49223880597014924,0.5707462686567164,0.5353731343283582
117
+ 410m,(2, 5),0.8067164179104478,0.799179104477612,0.5394029850746269,0.535223880597015,0.5394029850746269,0.533134328358209,0.535223880597015
118
+ 410m,(2, 6),0.8067164179104478,0.8044776119402985,0.5086567164179104,0.5680597014925373,0.5086567164179104,0.5413432835820896,0.5680597014925373
119
  70m,(1, 2),0.7305223880597015,0.721044776119403,0.5678358208955224,0.543955223880597,0.5678358208955224,0.5375373134328358,0.543955223880597
120
  70m,(1, 3),0.7305223880597015,0.7224253731343284,0.542910447761194,0.5558955223880597,0.542910447761194,0.5305223880597015,0.5558955223880597
121
  70m,(1, 4),0.7305223880597015,0.7176492537313433,0.5120149253731343,0.5324626865671642,0.5120149253731343,0.5324626865671642,0.521044776119403
 
152
  70m,(7, 8),0.7194776119402985,0.7151119402985074,0.48253731343283585,0.5730597014925373,0.48253731343283585,0.5573880597014925,0.5730597014925373
153
  70m,(7, 9),0.7206716417910448,0.7200746268656717,0.5115671641791045,0.5614925373134328,0.5115671641791045,0.5614925373134328,0.5282835820895523
154
  70m,(8, 9),0.7206716417910448,0.7157089552238807,0.5497014925373135,0.5550746268656717,0.5497014925373135,0.5550746268656717,0.5436567164179105
155
+ 410m,(3, 4),0.7767164179104478,0.7611940298507462,0.5243283582089552,0.5470149253731343,0.5243283582089552,0.5470149253731343,0.5337313432835821
156
+ 410m,(3, 5),0.7916417910447762,0.784179104477612,0.5611940298507463,0.5591044776119403,0.5611940298507463,0.5438805970149254,0.5591044776119403
157
+ 410m,(3, 6),0.8022388059701493,0.7894776119402985,0.5546268656716418,0.5540298507462686,0.5546268656716418,0.5443283582089552,0.5540298507462686
158
+ 410m,(4, 5),0.7916417910447762,0.7686567164179104,0.5705970149253732,0.5180597014925373,0.5705970149253732,0.5180597014925373,0.5071641791044776
159
+ 410m,(4, 6),0.8022388059701493,0.773955223880597,0.5371641791044776,0.564179104477612,0.5371641791044776,0.564179104477612,0.5558208955223881
160
+ 410m,(5, 6),0.8022388059701493,0.7969402985074627,0.5404477611940298,0.5522388059701493,0.5404477611940298,0.5522388059701493,0.5449253731343283
results/corpus_160m.jsonl CHANGED
@@ -26,3 +26,11 @@
26
  {"set": "set1_corpus_robustness", "size": "160m", "pair": [4, 9], "parent_nll": {"a": {"flores_eng": 3.2741362390686155, "pile_10k": 3.1639504628638697, "wikitext103_val": 3.2841592628195326}, "b": {"flores_eng": 3.262358126108427, "pile_10k": 3.160536435718872, "wikitext103_val": 3.2498640743487037}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 16.348347583628914, "delta_floor": 13.085989457520487}, "pile_10k": {"nll": 16.229810621407168, "delta_floor": 13.069274185688297}, "wikitext103_val": {"nll": 15.978872997186889, "delta_floor": 12.729008922838185}}, "M1_perm_avg": {"flores_eng": {"nll": 10.69808261221869, "delta_floor": 7.435724486110262}, "pile_10k": {"nll": 11.332813598871697, "delta_floor": 8.172277163152824}, "wikitext103_val": {"nll": 11.600283747783147, "delta_floor": 8.350419673434443}}}, "secs": 38.09809064865112}
27
  {"set": "set1_corpus_robustness", "size": "160m", "pair": [5, 6], "parent_nll": {"a": {"flores_eng": 3.2556908415255013, "pile_10k": 3.1543910554710433, "wikitext103_val": 3.2665288219713187}, "b": {"flores_eng": 3.275653995879709, "pile_10k": 3.1642586247095155, "wikitext103_val": 3.241136524775257}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 11.751382189487524, "delta_floor": 8.495691347962023}, "pile_10k": {"nll": 12.120605229864848, "delta_floor": 8.966214174393805}, "wikitext103_val": {"nll": 12.95883793840203, "delta_floor": 9.717701413626774}}, "M1_perm_avg": {"flores_eng": {"nll": 9.339639503195327, "delta_floor": 6.083948661669826}, "pile_10k": {"nll": 10.007826594223948, "delta_floor": 6.853435538752905}, "wikitext103_val": {"nll": 10.879386170269692, "delta_floor": 7.638249645494435}}}, "secs": 162.2249231338501}
28
  {"set": "set1_corpus_robustness", "size": "160m", "pair": [5, 7], "parent_nll": {"a": {"flores_eng": 3.2556908415255013, "pile_10k": 3.1543910554710433, "wikitext103_val": 3.2665288219713187}, "b": {"flores_eng": 3.2518449100262963, "pile_10k": 3.139721536356409, "wikitext103_val": 3.246523743272994}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 10.320689221884173, "delta_floor": 7.068844311857877}, "pile_10k": {"nll": 10.578227242844912, "delta_floor": 7.438505706488503}, "wikitext103_val": {"nll": 10.856268776372922, "delta_floor": 7.6097450330999274}}, "M1_perm_avg": {"flores_eng": {"nll": 9.727306149477128, "delta_floor": 6.475461239450832}, "pile_10k": {"nll": 10.233261317422945, "delta_floor": 7.093539781066537}, "wikitext103_val": {"nll": 10.877740490459882, "delta_floor": 7.631216747186888}}}, "secs": 111.34728693962097}
 
 
 
 
 
 
 
 
 
26
  {"set": "set1_corpus_robustness", "size": "160m", "pair": [4, 9], "parent_nll": {"a": {"flores_eng": 3.2741362390686155, "pile_10k": 3.1639504628638697, "wikitext103_val": 3.2841592628195326}, "b": {"flores_eng": 3.262358126108427, "pile_10k": 3.160536435718872, "wikitext103_val": 3.2498640743487037}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 16.348347583628914, "delta_floor": 13.085989457520487}, "pile_10k": {"nll": 16.229810621407168, "delta_floor": 13.069274185688297}, "wikitext103_val": {"nll": 15.978872997186889, "delta_floor": 12.729008922838185}}, "M1_perm_avg": {"flores_eng": {"nll": 10.69808261221869, "delta_floor": 7.435724486110262}, "pile_10k": {"nll": 11.332813598871697, "delta_floor": 8.172277163152824}, "wikitext103_val": {"nll": 11.600283747783147, "delta_floor": 8.350419673434443}}}, "secs": 38.09809064865112}
27
  {"set": "set1_corpus_robustness", "size": "160m", "pair": [5, 6], "parent_nll": {"a": {"flores_eng": 3.2556908415255013, "pile_10k": 3.1543910554710433, "wikitext103_val": 3.2665288219713187}, "b": {"flores_eng": 3.275653995879709, "pile_10k": 3.1642586247095155, "wikitext103_val": 3.241136524775257}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 11.751382189487524, "delta_floor": 8.495691347962023}, "pile_10k": {"nll": 12.120605229864848, "delta_floor": 8.966214174393805}, "wikitext103_val": {"nll": 12.95883793840203, "delta_floor": 9.717701413626774}}, "M1_perm_avg": {"flores_eng": {"nll": 9.339639503195327, "delta_floor": 6.083948661669826}, "pile_10k": {"nll": 10.007826594223948, "delta_floor": 6.853435538752905}, "wikitext103_val": {"nll": 10.879386170269692, "delta_floor": 7.638249645494435}}}, "secs": 162.2249231338501}
28
  {"set": "set1_corpus_robustness", "size": "160m", "pair": [5, 7], "parent_nll": {"a": {"flores_eng": 3.2556908415255013, "pile_10k": 3.1543910554710433, "wikitext103_val": 3.2665288219713187}, "b": {"flores_eng": 3.2518449100262963, "pile_10k": 3.139721536356409, "wikitext103_val": 3.246523743272994}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 10.320689221884173, "delta_floor": 7.068844311857877}, "pile_10k": {"nll": 10.578227242844912, "delta_floor": 7.438505706488503}, "wikitext103_val": {"nll": 10.856268776372922, "delta_floor": 7.6097450330999274}}, "M1_perm_avg": {"flores_eng": {"nll": 9.727306149477128, "delta_floor": 6.475461239450832}, "pile_10k": {"nll": 10.233261317422945, "delta_floor": 7.093539781066537}, "wikitext103_val": {"nll": 10.877740490459882, "delta_floor": 7.631216747186888}}}, "secs": 111.34728693962097}
29
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [5, 8], "parent_nll": {"a": {"flores_eng": 3.2556908415255013, "pile_10k": 3.1543910554710433, "wikitext103_val": 3.2665288219713187}, "b": {"flores_eng": 3.2340771102158756, "pile_10k": 3.125902149775257, "wikitext103_val": 3.2236615384394876}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 11.340575216334393, "delta_floor": 8.106498106118519}, "pile_10k": {"nll": 11.487127673602618, "delta_floor": 8.361225523827361}, "wikitext103_val": {"nll": 11.510995883531066, "delta_floor": 8.28733434509158}}, "M1_perm_avg": {"flores_eng": {"nll": 9.431755767643102, "delta_floor": 6.197678657427226}, "pile_10k": {"nll": 10.124801247553815, "delta_floor": 6.998899097778558}, "wikitext103_val": {"nll": 10.364192596853595, "delta_floor": 7.1405310584141075}}}, "secs": 86.2761242389679}
30
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [5, 9], "parent_nll": {"a": {"flores_eng": 3.2556908415255013, "pile_10k": 3.1543910554710433, "wikitext103_val": 3.2665288219713187}, "b": {"flores_eng": 3.262358126108427, "pile_10k": 3.160536435718872, "wikitext103_val": 3.2498640743487037}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 12.762053905867784, "delta_floor": 9.506363064342283}, "pile_10k": {"nll": 12.990251813616071, "delta_floor": 9.835860758145028}, "wikitext103_val": {"nll": 13.906794658145792, "delta_floor": 10.656930583797088}}, "M1_perm_avg": {"flores_eng": {"nll": 10.125313895089286, "delta_floor": 6.869623053563785}, "pile_10k": {"nll": 10.879534756834026, "delta_floor": 7.725143701362983}, "wikitext103_val": {"nll": 11.467257684457559, "delta_floor": 8.217393610108855}}}, "secs": 91.84572887420654}
31
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32
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [6, 8], "parent_nll": {"a": {"flores_eng": 3.275653995879709, "pile_10k": 3.1642586247095155, "wikitext103_val": 3.241136524775257}, "b": {"flores_eng": 3.2340771102158756, "pile_10k": 3.125902149775257, "wikitext103_val": 3.2236615384394876}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 12.442393084561521, "delta_floor": 9.208315974345645}, "pile_10k": {"nll": 12.616790711763088, "delta_floor": 9.49088856198783}, "wikitext103_val": {"nll": 13.525689709209882, "delta_floor": 10.302028170770395}}, "M1_perm_avg": {"flores_eng": {"nll": 11.459902649522995, "delta_floor": 8.22582553930712}, "pile_10k": {"nll": 12.274236809717467, "delta_floor": 9.14833465994221}, "wikitext103_val": {"nll": 13.527068315420133, "delta_floor": 10.303406776980644}}}, "secs": 65.67552018165588}
33
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [6, 9], "parent_nll": {"a": {"flores_eng": 3.275653995879709, "pile_10k": 3.1642586247095155, "wikitext103_val": 3.241136524775257}, "b": {"flores_eng": 3.262358126108427, "pile_10k": 3.160536435718872, "wikitext103_val": 3.2498640743487037}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 14.832281840524095, "delta_floor": 11.569923714415667}, "pile_10k": {"nll": 14.940167630488626, "delta_floor": 11.779631194769753}, "wikitext103_val": {"nll": 15.246796311231043, "delta_floor": 12.005659786455785}}, "M1_perm_avg": {"flores_eng": {"nll": 10.159396117447407, "delta_floor": 6.89703799133898}, "pile_10k": {"nll": 10.814048453553083, "delta_floor": 7.653512017834211}, "wikitext103_val": {"nll": 11.337170147382583, "delta_floor": 8.096033622607326}}}, "secs": 59.191407918930054}
34
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [7, 8], "parent_nll": {"a": {"flores_eng": 3.2518449100262963, "pile_10k": 3.139721536356409, "wikitext103_val": 3.246523743272994}, "b": {"flores_eng": 3.2340771102158756, "pile_10k": 3.125902149775257, "wikitext103_val": 3.2236615384394876}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 11.311672024064334, "delta_floor": 8.077594913848458}, "pile_10k": {"nll": 11.473952201947775, "delta_floor": 8.348050052172518}, "wikitext103_val": {"nll": 12.802811057133685, "delta_floor": 9.579149518694198}}, "M1_perm_avg": {"flores_eng": {"nll": 9.046402962940313, "delta_floor": 5.812325852724437}, "pile_10k": {"nll": 9.414670701596135, "delta_floor": 6.288768551820878}, "wikitext103_val": {"nll": 10.046875716655455, "delta_floor": 6.823214178215967}}}, "secs": 44.12515664100647}
35
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [7, 9], "parent_nll": {"a": {"flores_eng": 3.2518449100262963, "pile_10k": 3.139721536356409, "wikitext103_val": 3.246523743272994}, "b": {"flores_eng": 3.262358126108427, "pile_10k": 3.160536435718872, "wikitext103_val": 3.2498640743487037}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 12.994353232784981, "delta_floor": 9.742508322758685}, "pile_10k": {"nll": 13.414131537808831, "delta_floor": 10.274410001452424}, "wikitext103_val": {"nll": 13.600128950204867, "delta_floor": 10.353605206931874}}, "M1_perm_avg": {"flores_eng": {"nll": 9.248907817086595, "delta_floor": 5.9970629070602985}, "pile_10k": {"nll": 9.870538819792685, "delta_floor": 6.730817283436276}, "wikitext103_val": {"nll": 10.685119748348827, "delta_floor": 7.438596005075833}}}, "secs": 39.36909556388855}
36
+ {"set": "set1_corpus_robustness", "size": "160m", "pair": [8, 9], "parent_nll": {"a": {"flores_eng": 3.2340771102158756, "pile_10k": 3.125902149775257, "wikitext103_val": 3.2236615384394876}, "b": {"flores_eng": 3.262358126108427, "pile_10k": 3.160536435718872, "wikitext103_val": 3.2498640743487037}}, "rungs": {"M0_naive_avg": {"flores_eng": {"nll": 13.341152123975661, "delta_floor": 10.107075013759786}, "pile_10k": {"nll": 13.39485135610323, "delta_floor": 10.268949206327973}, "wikitext103_val": {"nll": 13.421491111561277, "delta_floor": 10.19782957312179}}, "M1_perm_avg": {"flores_eng": {"nll": 11.544298862524462, "delta_floor": 8.310221752308586}, "pile_10k": {"nll": 12.029343696489725, "delta_floor": 8.903441546714468}, "wikitext103_val": {"nll": 13.394230015823753, "delta_floor": 10.170568477384265}}}, "secs": 36.53909158706665}
results/predictor_auroc.csv CHANGED
@@ -1,191 +1,191 @@
1
  set,substrate,outcome,n_pairs,predictor,spearman_rescue,auroc_in_sample,auroc_heldout_by_seed,perm_null_mean,n_null_draws,pairs_complete,perm_null_p,bh_q
2
- SET1,pythia-14m,rescue_frac,36,weight_cosine,0.09523809523809522,0.5802469135802469,0.5493827160493827,0.5010679012345679,2000,1,0.31634182908545727,0.4714113531469559
3
- SET1,pythia-14m,rescue_frac,36,weight_cosine_bn,0.09214929214929213,0.6111111111111112,0.45987654320987653,0.4993395061728395,2000,1,0.6456771614192903,0.785143428285857
4
- SET1,pythia-14m,rescue_frac,36,d_raw,-0.07207207207207206,0.5154320987654321,0.4783950617283951,0.49830864197530866,2000,1,0.5817091454272864,0.7247523779094059
5
- SET1,pythia-14m,rescue_frac,36,qmd_perm,0.07696267696267695,0.6203703703703703,0.6635802469135802,0.4983487654320987,2000,1,0.050974512743628186,0.2984222174626972
6
- SET1,pythia-14m,rescue_frac,36,coord_share_perm,-0.07387387387387385,0.6141975308641975,0.4382716049382716,0.4995524691358024,2000,1,0.7346326836581709,0.8333146859406118
7
- SET1,pythia-14m,rescue_frac,36,qmd_orth,0.09317889317889316,0.6234567901234568,0.6759259259259259,0.4971820987654321,2000,1,0.03698150924537731,0.2984222174626972
8
- SET1,pythia-14m,rescue_frac,36,coord_share_orth,-0.09446589446589444,0.6203703703703703,0.4567901234567901,0.4987716049382716,2000,1,0.6646676661669165,0.7892928535732133
9
- SET1,pythia-14m,rescue_frac,36,bnd_raw,-0.024710424710424703,0.6049382716049383,0.5432098765432098,0.49891358024691357,2000,1,0.34132933533233384,0.4988659516395648
10
- SET1,pythia-14m,rescue_frac,36,bnd_perm,0.012355212355212352,0.4351851851851852,0.2962962962962963,0.4970956790123457,2000,1,0.9805097451274363,0.9996601699150425
11
- SET1,pythia-14m,rescue_frac,36,bnd_orth,0.014929214929214925,0.4228395061728395,0.41975308641975306,0.4966466049382716,2000,1,0.7776111944027986,0.867741311825839
12
- SET1,pythia-14m,rescue_frac,36,coord_share_bnd_perm,-0.00875160875160875,0.4845679012345679,0.4783950617283951,0.5032623456790123,2000,1,0.5962018990504747,0.7367698264688793
13
- SET1,pythia-14m,rescue_frac,36,coord_share_bnd_orth,-0.0736164736164736,0.5277777777777778,0.5401234567901234,0.4968333333333333,2000,1,0.3618190904547726,0.5188349221615607
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- SET1,pythia-14m,rescue_frac,36,cka_mean,-0.013384813384813381,0.4012345679012346,0.6049382716049383,0.4993487654320987,2000,1,0.15142428785607195,0.3384778199135726
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- SET1,pythia-14m,rescue_frac,36,cka_last,-0.4779922779922779,0.6512345679012346,0.6512345679012346,0.49850617283950616,2000,1,0.06746626686656672,0.3157636867840589
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- SET1,pythia-14m,rescue_frac,36,qmd_act_perm,-0.20720720720720717,0.6574074074074074,0.6574074074074074,0.5001003086419753,2000,1,0.054972513743128434,0.2984222174626972
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- SET1,pythia-14m,rescue_frac,36,qmd_act_procrustes,-0.20720720720720717,0.6574074074074074,0.6574074074074074,0.5001003086419753,2000,1,0.054972513743128434,0.2984222174626972
18
- SET1,pythia-14m,rescue_frac,36,qmd_act_ot,-0.049935649935649924,0.6172839506172839,0.5679012345679012,0.5006234567901234,2000,1,0.25487256371814093,0.42572120533140023
19
- SET1,pythia-14m,rescue_frac,36,task_vector_cosine,0.13101673101673098,0.5802469135802469,0.5802469135802469,0.49842592592592594,2000,1,0.22338830584707647,0.38151710661523175
20
- SET1,pythia-14m,rescue_frac,36,MULTIVARIATE_ridge_all,0.254054054054054,nan,0.6203703703703703,0.5005416666666667,2000,1,0.11444277861069466,0.318254665770563
21
- SET1,pythia-14m,dfloor_M1best,36,weight_cosine,0.1611325611325611,0.5802469135802469,0.5802469135802469,0.49766512345679015,2000,1,0.21389305347326337,0.37804353637134924
22
- SET1,pythia-14m,dfloor_M1best,36,weight_cosine_bn,0.07541827541827541,0.5,0.5277777777777778,0.5007422839506173,2000,1,0.4052973513243378,0.553056804930868
23
- SET1,pythia-14m,dfloor_M1best,36,d_raw,-0.24401544401544395,0.6388888888888888,0.6388888888888888,0.4974675925925926,2000,1,0.10594702648675662,0.3157636867840589
24
- SET1,pythia-14m,dfloor_M1best,36,qmd_perm,0.38301158301158295,0.6975308641975309,0.6975308641975309,0.4959598765432099,2000,1,0.04697651174412794,0.2984222174626972
25
- SET1,pythia-14m,dfloor_M1best,36,coord_share_perm,-0.4445302445302444,0.7345679012345679,0.7345679012345679,0.4954907407407408,2000,1,0.015992003998001,0.2984222174626972
26
- SET1,pythia-14m,dfloor_M1best,36,qmd_orth,0.43783783783783775,0.7253086419753086,0.7253086419753086,0.4955555555555555,2000,1,0.02148925537231384,0.2984222174626972
27
- SET1,pythia-14m,dfloor_M1best,36,coord_share_orth,-0.4574002574002573,0.7376543209876543,0.7376543209876543,0.4947222222222223,2000,1,0.015492253873063468,0.2984222174626972
28
- SET1,pythia-14m,dfloor_M1best,36,bnd_raw,-0.10167310167310165,0.5771604938271605,0.31790123456790126,0.5012052469135803,2000,1,0.9610194902548725,0.9996601699150425
29
  SET1,pythia-14m,dfloor_M1best,36,bnd_perm,-0.001544401544401544,0.5246913580246914,0.2222222222222222,0.5016435185185185,2000,1,0.9970014992503748,1.0
30
  SET1,pythia-14m,dfloor_M1best,36,bnd_orth,-0.0002574002574002573,0.5277777777777778,0.2037037037037037,0.5023456790123457,2000,1,1.0,1.0
31
- SET1,pythia-14m,dfloor_M1best,36,coord_share_bnd_perm,-0.15495495495495493,0.5432098765432098,0.29012345679012347,0.502695987654321,2000,1,0.9765117441279361,0.9996601699150425
32
- SET1,pythia-14m,dfloor_M1best,36,coord_share_bnd_orth,-0.20592020592020588,0.5925925925925926,0.5925925925925926,0.497645061728395,2000,1,0.21039480259870064,0.37623541170591174
33
- SET1,pythia-14m,dfloor_M1best,36,cka_mean,0.008236808236808234,0.5617283950617284,0.7037037037037037,0.497354938271605,2000,1,0.02948525737131434,0.2984222174626972
34
- SET1,pythia-14m,dfloor_M1best,36,cka_last,-0.2924066924066923,0.6049382716049383,0.6049382716049383,0.5010123456790123,2000,1,0.20389805097451275,0.37623541170591174
35
- SET1,pythia-14m,dfloor_M1best,36,qmd_act_perm,-0.16087516087516085,0.6388888888888888,0.6388888888888888,0.5025570987654321,2000,1,0.06996501749125437,0.3157636867840589
36
- SET1,pythia-14m,dfloor_M1best,36,qmd_act_procrustes,-0.16087516087516085,0.6388888888888888,0.6388888888888888,0.5025570987654321,2000,1,0.06996501749125437,0.3157636867840589
37
- SET1,pythia-14m,dfloor_M1best,36,qmd_act_ot,-0.09858429858429855,0.6141975308641975,0.4382716049382716,0.5018364197530863,2000,1,0.7256371814092953,0.8333146859406118
38
- SET1,pythia-14m,dfloor_M1best,36,task_vector_cosine,0.41853281853281843,0.7037037037037037,0.7037037037037037,0.495070987654321,2000,1,0.04597701149425287,0.2984222174626972
39
- SET1,pythia-14m,dfloor_M1best,36,MULTIVARIATE_ridge_all,0.5389961389961389,nan,0.7777777777777778,0.49735802469135804,2000,1,0.0029985007496251873,0.17724471097784442
40
- SET1,pythia-160m,rescue_frac,36,weight_cosine,0.4507078507078506,0.7037037037037037,0.7037037037037037,0.5014722222222222,2000,1,0.037481259370314844,0.2984222174626972
41
- SET1,pythia-160m,rescue_frac,36,weight_cosine_bn,0.0718146718146718,0.49382716049382713,0.4567901234567901,0.501641975308642,2000,1,0.617191404297851,0.7565572052683335
42
- SET1,pythia-160m,rescue_frac,36,d_raw,-0.4072072072072071,0.6666666666666666,0.6666666666666666,0.5016990740740741,2000,1,0.09695152423788106,0.3157636867840589
43
- SET1,pythia-160m,rescue_frac,36,qmd_perm,-0.30373230373230364,0.6203703703703703,0.6203703703703703,0.49744598765432096,2000,1,0.12043978010994502,0.318254665770563
44
- SET1,pythia-160m,rescue_frac,36,coord_share_perm,0.10141570141570139,0.5555555555555556,0.5462962962962963,0.4964382716049382,2000,1,0.30484757621189407,0.463368315842079
45
- SET1,pythia-160m,rescue_frac,36,qmd_orth,-0.439124839124839,0.7037037037037037,0.7037037037037037,0.4978564814814815,2000,1,0.051974012993503245,0.2984222174626972
46
- SET1,pythia-160m,rescue_frac,36,coord_share_orth,0.25173745173745166,0.6388888888888888,0.6388888888888888,0.4958179012345679,2000,1,0.12143928035982009,0.318254665770563
47
- SET1,pythia-160m,rescue_frac,36,bnd_raw,0.08288288288288287,0.5401234567901234,0.25,0.49592592592592594,2000,1,0.984007996001999,0.9996601699150425
48
- SET1,pythia-160m,rescue_frac,36,bnd_perm,0.03963963963963963,0.49691358024691357,0.25308641975308643,0.4955401234567901,2000,1,0.9740129935032483,0.9996601699150425
49
- SET1,pythia-160m,rescue_frac,36,bnd_orth,-0.04658944658944658,0.5709876543209876,0.3055555555555556,0.4971481481481482,2000,1,0.9245377311344328,0.98272542050653
50
- SET1,pythia-160m,rescue_frac,36,coord_share_bnd_perm,-0.015444015444015441,0.49382716049382713,0.6141975308641975,0.5009367283950618,2000,1,0.175912043978011,0.37136987062024546
51
- SET1,pythia-160m,rescue_frac,36,coord_share_bnd_orth,0.16216216216216212,0.6666666666666666,0.5709876543209876,0.4991111111111111,2000,1,0.272863568215892,0.43203398300849566
52
- SET1,pythia-160m,rescue_frac,36,cka_mean,0.007979407979407977,0.4783950617283951,0.25617283950617287,0.49841203703703707,2000,1,0.9865067466266867,0.9996601699150425
53
- SET1,pythia-160m,rescue_frac,36,cka_last,-0.0005148005148005147,0.5216049382716049,0.49074074074074076,0.49779938271604934,2000,1,0.5467266366816592,0.6983399056774134
54
- SET1,pythia-160m,rescue_frac,36,qmd_act_perm,-0.05997425997425996,0.5123456790123457,0.5246913580246914,0.5004151234567902,2000,1,0.4147926036981509,0.553056804930868
55
- SET1,pythia-160m,rescue_frac,36,qmd_act_procrustes,-0.05997425997425996,0.5123456790123457,0.5246913580246914,0.5004151234567902,2000,1,0.4147926036981509,0.553056804930868
56
- SET1,pythia-160m,rescue_frac,36,qmd_act_ot,-0.07799227799227798,0.5277777777777778,0.5277777777777778,0.5005632716049383,2000,1,0.40379810094952523,0.553056804930868
57
- SET1,pythia-160m,rescue_frac,36,task_vector_cosine,0.04942084942084941,0.5216049382716049,0.4537037037037037,0.5020077160493828,2000,1,0.6571714142928535,0.786535865925305
58
- SET1,pythia-160m,rescue_frac,36,MULTIVARIATE_ridge_all,0.33075933075933067,nan,0.6419753086419753,0.49913117283950614,2000,1,0.12993503248375812,0.3231400172929409
59
- SET1,pythia-160m,dfloor_M1best,36,weight_cosine,-0.19510939510939507,0.5987654320987654,0.2839506172839506,0.5044984567901234,2000,1,0.9615192403798101,0.9996601699150425
60
- SET1,pythia-160m,dfloor_M1best,36,weight_cosine_bn,0.0893178893178893,0.595679012345679,0.5679012345679012,0.500783950617284,2000,1,0.312343828085957,0.4700619987036185
61
- SET1,pythia-160m,dfloor_M1best,36,d_raw,0.27284427284427276,0.6450617283950617,0.3487654320987654,0.5034429012345679,2000,1,0.9095452273863068,0.9735977081881595
62
- SET1,pythia-160m,dfloor_M1best,36,qmd_perm,0.14465894465894463,0.6234567901234568,0.6234567901234568,0.5019027777777778,2000,1,0.1294352823588206,0.3231400172929409
63
- SET1,pythia-160m,dfloor_M1best,36,coord_share_perm,0.08416988416988415,0.5185185185185185,0.4012345679012346,0.5005586419753086,2000,1,0.7701149425287356,0.8670923797360578
64
- SET1,pythia-160m,dfloor_M1best,36,qmd_orth,0.13359073359073356,0.6265432098765432,0.5493827160493827,0.5014907407407407,2000,1,0.36531734132933535,0.5189554755332614
65
- SET1,pythia-160m,dfloor_M1best,36,coord_share_orth,0.0368082368082368,0.4537037037037037,0.39197530864197533,0.49899382716049384,2000,1,0.7821089455272364,0.867741311825839
66
- SET1,pythia-160m,dfloor_M1best,36,bnd_raw,-0.27799227799227794,0.6481481481481481,0.6481481481481481,0.500983024691358,2000,1,0.11894052973513243,0.318254665770563
67
- SET1,pythia-160m,dfloor_M1best,36,bnd_perm,-0.30682110682110675,0.6049382716049383,0.6049382716049383,0.4991388888888889,2000,1,0.22088955522238882,0.38151710661523175
68
- SET1,pythia-160m,dfloor_M1best,36,bnd_orth,-0.3711711711711711,0.6604938271604939,0.6604938271604939,0.49968518518518523,2000,1,0.0814592703648176,0.3157636867840589
69
- SET1,pythia-160m,dfloor_M1best,36,coord_share_bnd_perm,0.23037323037323032,0.5555555555555556,0.5555555555555556,0.4985046296296296,2000,1,0.33933033483258374,0.4988659516395648
70
- SET1,pythia-160m,dfloor_M1best,36,coord_share_bnd_orth,0.2998712998712998,0.5987654320987654,0.5987654320987654,0.4979845679012346,2000,1,0.18490754622688654,0.3728135932033983
71
- SET1,pythia-160m,dfloor_M1best,36,cka_mean,-0.2697554697554697,0.6851851851851852,0.6851851851851852,0.5002283950617284,2000,1,0.11094452773613193,0.318254665770563
72
- SET1,pythia-160m,dfloor_M1best,36,cka_last,0.4756756756756756,0.7006172839506173,0.7006172839506173,0.49730555555555556,2000,1,0.04047976011994003,0.2984222174626972
73
- SET1,pythia-160m,dfloor_M1best,36,qmd_act_perm,0.15727155727155723,0.6049382716049383,0.6049382716049383,0.49985030864197527,2000,1,0.21039480259870064,0.37623541170591174
74
- SET1,pythia-160m,dfloor_M1best,36,qmd_act_procrustes,0.15727155727155723,0.6049382716049383,0.6049382716049383,0.49985030864197527,2000,1,0.21039480259870064,0.37623541170591174
75
- SET1,pythia-160m,dfloor_M1best,36,qmd_act_ot,0.14568854568854567,0.595679012345679,0.595679012345679,0.5000725308641976,2000,1,0.22988505747126436,0.388250319284802
76
- SET1,pythia-160m,dfloor_M1best,36,task_vector_cosine,0.28262548262548254,0.7191358024691358,0.4012345679012346,0.502317901234568,2000,1,0.7941029485257372,0.874664117216754
77
- SET1,pythia-160m,dfloor_M1best,36,MULTIVARIATE_ridge_all,0.5835263835263834,nan,0.7592592592592593,0.4965509259259259,2000,1,0.018490754622688656,0.2984222174626972
78
- SET1,pythia-31m,rescue_frac,36,weight_cosine,0.2738738738738738,0.7037037037037037,0.7037037037037037,0.5038703703703703,2000,1,0.028985507246376812,0.2984222174626972
79
- SET1,pythia-31m,rescue_frac,36,weight_cosine_bn,0.2172458172458172,0.6419753086419753,0.6419753086419753,0.5037638888888889,2000,1,0.08195902048975512,0.3157636867840589
80
- SET1,pythia-31m,rescue_frac,36,d_raw,-0.3209781209781209,0.7037037037037037,0.7037037037037037,0.5051126543209876,2000,1,0.02498750624687656,0.2984222174626972
81
- SET1,pythia-31m,rescue_frac,36,qmd_perm,-0.4931788931788931,0.691358024691358,0.691358024691358,0.5052654320987654,2000,1,0.04847576211894053,0.2984222174626972
82
- SET1,pythia-31m,rescue_frac,36,coord_share_perm,0.4604890604890604,0.654320987654321,0.654320987654321,0.5047638888888889,2000,1,0.09495252373813093,0.3157636867840589
83
- SET1,pythia-31m,rescue_frac,36,qmd_orth,-0.4048906048906048,0.6296296296296297,0.5617283950617284,0.503287037037037,2000,1,0.2843578210894553,0.44104478373058376
84
- SET1,pythia-31m,rescue_frac,36,coord_share_orth,0.34620334620334614,0.5740740740740741,0.5709876543209876,0.5042484567901235,2000,1,0.28085957021489255,0.4401098419862234
85
- SET1,pythia-31m,rescue_frac,36,bnd_raw,-0.3909909909909909,0.7006172839506173,0.7006172839506173,0.5058533950617284,2000,1,0.03248375812093953,0.2984222174626972
86
- SET1,pythia-31m,rescue_frac,36,bnd_perm,-0.48983268983268974,0.75,0.75,0.5063302469135803,2000,1,0.011494252873563218,0.2984222174626972
87
- SET1,pythia-31m,rescue_frac,36,bnd_orth,-0.37966537966537955,0.6697530864197531,0.6080246913580247,0.504854938271605,2000,1,0.16541729135432284,0.3562725679413814
88
- SET1,pythia-31m,rescue_frac,36,coord_share_bnd_perm,0.42702702702702694,0.7098765432098766,0.7098765432098766,0.5050138888888889,2000,1,0.02498750624687656,0.2984222174626972
89
- SET1,pythia-31m,rescue_frac,36,coord_share_bnd_orth,0.38532818532818525,0.654320987654321,0.6481481481481481,0.5054367283950618,2000,1,0.10444777611194403,0.3157636867840589
90
- SET1,pythia-31m,rescue_frac,36,cka_mean,0.10012870012870011,0.5401234567901234,0.5462962962962963,0.5028364197530865,2000,1,0.3448275862068966,0.49917898193760263
91
- SET1,pythia-31m,rescue_frac,36,cka_last,0.03912483912483911,0.4660493827160494,0.37962962962962965,0.49881481481481477,2000,1,0.8770614692653673,0.9454847044562825
92
- SET1,pythia-31m,rescue_frac,36,qmd_act_perm,-0.0597168597168597,0.5246913580246914,0.4444444444444444,0.5001882716049383,2000,1,0.7221389305347327,0.8333146859406118
93
- SET1,pythia-31m,rescue_frac,36,qmd_act_procrustes,-0.0597168597168597,0.5246913580246914,0.4444444444444444,0.5001882716049383,2000,1,0.7221389305347327,0.8333146859406118
94
- SET1,pythia-31m,rescue_frac,36,qmd_act_ot,0.010038610038610037,0.5370370370370371,0.4012345679012346,0.5005555555555555,2000,1,0.8405797101449275,0.9126293995859213
95
- SET1,pythia-31m,rescue_frac,36,task_vector_cosine,-0.12252252252252249,0.5030864197530864,0.48148148148148145,0.49875308641975313,2000,1,0.5767116441779111,0.7244642141739048
96
- SET1,pythia-31m,rescue_frac,36,MULTIVARIATE_ridge_all,0.40334620334620325,nan,0.7067901234567902,0.5048981481481482,2000,1,0.03548225887056472,0.2984222174626972
97
- SET1,pythia-31m,dfloor_M1best,36,weight_cosine,-0.22239382239382235,0.5740740740740741,0.5740740740740741,0.4996234567901235,2000,1,0.2698650674662669,0.43203398300849566
98
- SET1,pythia-31m,dfloor_M1best,36,weight_cosine_bn,-0.08416988416988415,0.6049382716049383,0.6049382716049383,0.49675,2000,1,0.14392803598200898,0.3314706283222025
99
- SET1,pythia-31m,dfloor_M1best,36,d_raw,0.23423423423423417,0.5925925925925926,0.5925925925925926,0.5003225308641975,2000,1,0.22188905547226387,0.38151710661523175
100
- SET1,pythia-31m,dfloor_M1best,36,qmd_perm,0.24272844272844268,0.6327160493827161,0.6327160493827161,0.5028425925925926,2000,1,0.1664167916041979,0.3562725679413814
101
- SET1,pythia-31m,dfloor_M1best,36,coord_share_perm,-0.23037323037323032,0.6327160493827161,0.6327160493827161,0.5027577160493827,2000,1,0.16591704147926037,0.3562725679413814
102
- SET1,pythia-31m,dfloor_M1best,36,qmd_orth,0.289060489060489,0.6697530864197531,0.6697530864197531,0.5023719135802469,2000,1,0.10094952523738131,0.3157636867840589
103
- SET1,pythia-31m,dfloor_M1best,36,coord_share_orth,-0.27078507078507075,0.6697530864197531,0.6697530864197531,0.5027037037037038,2000,1,0.10294852573713144,0.3157636867840589
104
- SET1,pythia-31m,dfloor_M1best,36,bnd_raw,0.16267696267696263,0.6327160493827161,0.6327160493827161,0.5025864197530864,2000,1,0.13193403298350825,0.3231400172929409
105
- SET1,pythia-31m,dfloor_M1best,36,bnd_perm,0.105019305019305,0.5771604938271605,0.5771604938271605,0.5026512345679012,2000,1,0.26036981509245377,0.43017621623970625
106
- SET1,pythia-31m,dfloor_M1best,36,bnd_orth,0.11351351351351349,0.6111111111111112,0.6111111111111112,0.5014552469135802,2000,1,0.18640679660169915,0.3728135932033983
107
- SET1,pythia-31m,dfloor_M1best,36,coord_share_bnd_perm,-0.03577863577863577,0.4876543209876543,0.45987654320987653,0.5032222222222222,2000,1,0.6516741629185407,0.7861466092350651
108
- SET1,pythia-31m,dfloor_M1best,36,coord_share_bnd_orth,-0.010553410553410551,0.5524691358024691,0.5339506172839507,0.5001358024691358,2000,1,0.3933033483258371,0.5484597150965801
109
- SET1,pythia-31m,dfloor_M1best,36,cka_mean,0.11196911196911194,0.5771604938271605,0.5771604938271605,0.4976604938271605,2000,1,0.20239880059970014,0.37623541170591174
110
- SET1,pythia-31m,dfloor_M1best,36,cka_last,-0.07387387387387385,0.6265432098765432,0.4876543209876543,0.5009722222222223,2000,1,0.5627186406796602,0.7127769448609028
111
- SET1,pythia-31m,dfloor_M1best,36,qmd_act_perm,0.07310167310167308,0.5339506172839507,0.5740740740740741,0.5004583333333333,2000,1,0.27136431784107945,0.43203398300849566
112
- SET1,pythia-31m,dfloor_M1best,36,qmd_act_procrustes,0.07310167310167308,0.5339506172839507,0.5740740740740741,0.5004583333333333,2000,1,0.27136431784107945,0.43203398300849566
113
- SET1,pythia-31m,dfloor_M1best,36,qmd_act_ot,0.004633204633204632,0.5185185185185185,0.5277777777777778,0.4979305555555556,2000,1,0.4147926036981509,0.553056804930868
114
- SET1,pythia-31m,dfloor_M1best,36,task_vector_cosine,0.001544401544401544,0.5709876543209876,0.42592592592592593,0.49775,2000,1,0.7296351824087957,0.8333146859406118
115
- SET1,pythia-31m,dfloor_M1best,36,MULTIVARIATE_ridge_all,-0.11068211068211066,nan,0.5,0.5012175925925926,2000,1,0.5162418790604698,0.6713224584289053
116
- SET1,pythia-410m,rescue_frac,14,weight_cosine,-0.12527472527472472,0.4897959183673469,0.5102040816326531,nan,0,0,nan,
117
- SET1,pythia-410m,rescue_frac,14,weight_cosine_bn,-0.41978021978021796,0.6326530612244898,0.6326530612244898,nan,0,0,nan,
118
- SET1,pythia-410m,rescue_frac,14,d_raw,0.05934065934065908,0.5306122448979592,0.2857142857142857,nan,0,0,nan,
119
- SET1,pythia-410m,rescue_frac,14,qmd_perm,0.14725274725274662,0.5714285714285714,0.5714285714285714,nan,0,0,nan,
120
- SET1,pythia-410m,rescue_frac,14,coord_share_perm,0.0373626373626372,0.46938775510204084,0.40816326530612246,nan,0,0,nan,
121
- SET1,pythia-410m,rescue_frac,14,qmd_orth,0.11208791208791159,0.5510204081632653,0.5510204081632653,nan,0,0,nan,
122
- SET1,pythia-410m,rescue_frac,14,coord_share_orth,-0.08571428571428534,0.5510204081632653,0.46938775510204084,nan,0,0,nan,
123
- SET1,pythia-410m,rescue_frac,14,bnd_raw,-0.151648351648351,0.5306122448979592,0.6122448979591837,nan,0,0,nan,
124
- SET1,pythia-410m,rescue_frac,14,bnd_perm,-0.15604395604395535,0.5510204081632653,0.6326530612244898,nan,0,0,nan,
125
- SET1,pythia-410m,rescue_frac,14,bnd_orth,-0.151648351648351,0.5306122448979592,0.6122448979591837,nan,0,0,nan,
126
- SET1,pythia-410m,rescue_frac,14,coord_share_bnd_perm,0.2439560439560429,0.6122448979591837,0.6122448979591837,nan,0,0,nan,
127
- SET1,pythia-410m,rescue_frac,14,coord_share_bnd_orth,0.17362637362637287,0.5714285714285714,0.5306122448979592,nan,0,0,nan,
128
- SET1,pythia-410m,rescue_frac,14,cka_mean,0.23516483516483414,0.6122448979591837,0.6122448979591837,nan,0,0,nan,
129
- SET1,pythia-410m,rescue_frac,14,cka_last,0.07692307692307658,0.40816326530612246,0.3673469387755102,nan,0,0,nan,
130
- SET1,pythia-410m,rescue_frac,14,qmd_act_perm,-0.13406593406593348,0.5714285714285714,0.5510204081632653,nan,0,0,nan,
131
- SET1,pythia-410m,rescue_frac,14,qmd_act_procrustes,-0.13406593406593348,0.5714285714285714,0.5510204081632653,nan,0,0,nan,
132
- SET1,pythia-410m,rescue_frac,14,qmd_act_ot,-0.1296703296703291,0.5510204081632653,0.5306122448979592,nan,0,0,nan,
133
- SET1,pythia-410m,rescue_frac,14,task_vector_cosine,-0.10329670329670285,0.4897959183673469,0.5306122448979592,nan,0,0,nan,
134
- SET1,pythia-410m,rescue_frac,14,MULTIVARIATE_ridge_all,-0.525274725274723,nan,0.24489795918367346,nan,0,0,nan,
135
- SET1,pythia-410m,dfloor_M1best,14,weight_cosine,-0.22637362637362538,0.4897959183673469,0.4897959183673469,nan,0,0,nan,
136
- SET1,pythia-410m,dfloor_M1best,14,weight_cosine_bn,-0.1692307692307685,0.46938775510204084,0.5918367346938775,nan,0,0,nan,
137
- SET1,pythia-410m,dfloor_M1best,14,d_raw,-0.27032967032966915,0.5918367346938775,0.30612244897959184,nan,0,0,nan,
138
- SET1,pythia-410m,dfloor_M1best,14,qmd_perm,-0.21758241758241664,0.5918367346938775,0.5918367346938775,nan,0,0,nan,
139
- SET1,pythia-410m,dfloor_M1best,14,coord_share_perm,0.2615384615384604,0.5918367346938775,0.5918367346938775,nan,0,0,nan,
140
- SET1,pythia-410m,dfloor_M1best,14,qmd_orth,-0.257142857142856,0.6122448979591837,0.6122448979591837,nan,0,0,nan,
141
- SET1,pythia-410m,dfloor_M1best,14,coord_share_orth,0.26593406593406477,0.5918367346938775,0.5918367346938775,nan,0,0,nan,
142
- SET1,pythia-410m,dfloor_M1best,14,bnd_raw,-0.2747252747252735,0.5510204081632653,0.5510204081632653,nan,0,0,nan,
143
- SET1,pythia-410m,dfloor_M1best,14,bnd_perm,-0.2791208791208779,0.5510204081632653,0.5510204081632653,nan,0,0,nan,
144
- SET1,pythia-410m,dfloor_M1best,14,bnd_orth,-0.2747252747252735,0.5510204081632653,0.5510204081632653,nan,0,0,nan,
145
- SET1,pythia-410m,dfloor_M1best,14,coord_share_bnd_perm,0.3098901098901085,0.5102040816326531,0.5102040816326531,nan,0,0,nan,
146
- SET1,pythia-410m,dfloor_M1best,14,coord_share_bnd_orth,0.32747252747252603,0.5510204081632653,0.5510204081632653,nan,0,0,nan,
147
- SET1,pythia-410m,dfloor_M1best,14,cka_mean,-0.32307692307692165,0.8163265306122449,0.8163265306122449,nan,0,0,nan,
148
- SET1,pythia-410m,dfloor_M1best,14,cka_last,0.12527472527472472,0.42857142857142855,0.40816326530612246,nan,0,0,nan,
149
- SET1,pythia-410m,dfloor_M1best,14,qmd_act_perm,0.38021978021977854,0.7959183673469388,0.7959183673469388,nan,0,0,nan,
150
- SET1,pythia-410m,dfloor_M1best,14,qmd_act_procrustes,0.38021978021977854,0.7959183673469388,0.7959183673469388,nan,0,0,nan,
151
- SET1,pythia-410m,dfloor_M1best,14,qmd_act_ot,0.41978021978021796,0.8367346938775511,0.8367346938775511,nan,0,0,nan,
152
- SET1,pythia-410m,dfloor_M1best,14,task_vector_cosine,-0.12527472527472472,0.40816326530612246,0.24489795918367346,nan,0,0,nan,
153
- SET1,pythia-410m,dfloor_M1best,14,MULTIVARIATE_ridge_all,0.4285714285714267,nan,0.7551020408163265,nan,0,0,nan,
154
- SET1,pythia-70m,rescue_frac,36,weight_cosine,0.08854568854568852,0.49382716049382713,0.49074074074074076,0.4996419753086419,2000,1,0.5167416291854073,0.6713224584289053
155
- SET1,pythia-70m,rescue_frac,36,weight_cosine_bn,-0.013384813384813381,0.4166666666666667,0.42901234567901236,0.49829012345679013,2000,1,0.6996501749125438,0.8243940045481136
156
- SET1,pythia-70m,rescue_frac,36,d_raw,0.007464607464607463,0.5432098765432098,0.4074074074074074,0.5037006172839507,2000,1,0.8050974512743628,0.8803943352064976
157
- SET1,pythia-70m,rescue_frac,36,qmd_perm,-0.35675675675675667,0.6882716049382716,0.6882716049382716,0.4998518518518518,2000,1,0.08445777111444278,0.3157636867840589
158
- SET1,pythia-70m,rescue_frac,36,coord_share_perm,0.3559845559845559,0.6975308641975309,0.6975308641975309,0.4996558641975309,2000,1,0.06546726636681659,0.3157636867840589
159
- SET1,pythia-70m,rescue_frac,36,qmd_orth,-0.37271557271557265,0.7129629629629629,0.7129629629629629,0.497283950617284,2000,1,0.06696651674162919,0.3157636867840589
160
- SET1,pythia-70m,rescue_frac,36,coord_share_orth,0.34105534105534097,0.7222222222222222,0.7222222222222222,0.49691512345679006,2000,1,0.03298350824587706,0.2984222174626972
161
- SET1,pythia-70m,rescue_frac,36,bnd_raw,-0.0803088803088803,0.6234567901234568,0.5092592592592593,0.5051188271604938,2000,1,0.5242378810594702,0.6752894739071141
162
- SET1,pythia-70m,rescue_frac,36,bnd_perm,-0.4043758043758043,0.7870370370370371,0.7870370370370371,0.501361111111111,2000,1,0.0034982508745627187,0.17724471097784442
163
- SET1,pythia-70m,rescue_frac,36,bnd_orth,-0.2334620334620334,0.6450617283950617,0.6450617283950617,0.5009629629629629,2000,1,0.10444777611194403,0.3157636867840589
164
- SET1,pythia-70m,rescue_frac,36,coord_share_bnd_perm,0.4615186615186614,0.8055555555555556,0.8055555555555556,0.5003317901234569,2000,1,0.0024987506246876563,0.17724471097784442
165
- SET1,pythia-70m,rescue_frac,36,coord_share_bnd_orth,0.30990990990990985,0.6265432098765432,0.6265432098765432,0.4999104938271605,2000,1,0.14642678660669664,0.3321921128987745
166
- SET1,pythia-70m,rescue_frac,36,cka_mean,0.4954954954954954,0.654320987654321,0.654320987654321,0.501375,2000,1,0.11294352823588207,0.318254665770563
167
- SET1,pythia-70m,rescue_frac,36,cka_last,0.3866151866151865,0.6265432098765432,0.6265432098765432,0.5000555555555556,2000,1,0.1839080459770115,0.3728135932033983
168
- SET1,pythia-70m,rescue_frac,36,qmd_act_perm,-0.4936936936936936,0.6759259259259259,0.6759259259259259,0.5014660493827161,2000,1,0.08945527236381809,0.3157636867840589
169
- SET1,pythia-70m,rescue_frac,36,qmd_act_procrustes,-0.4936936936936936,0.6759259259259259,0.6759259259259259,0.5014660493827161,2000,1,0.08945527236381809,0.3157636867840589
170
- SET1,pythia-70m,rescue_frac,36,qmd_act_ot,-0.4779922779922779,0.6759259259259259,0.6759259259259259,0.5016435185185185,2000,1,0.09795102448775612,0.3157636867840589
171
- SET1,pythia-70m,rescue_frac,36,task_vector_cosine,0.0705276705276705,0.5833333333333334,0.5432098765432098,0.5019166666666667,2000,1,0.38980509745127434,0.5484597150965801
172
- SET1,pythia-70m,rescue_frac,36,MULTIVARIATE_ridge_all,0.3873873873873873,nan,0.6882716049382716,0.49900925925925926,2000,1,0.08045977011494253,0.3157636867840589
173
- SET1,pythia-70m,dfloor_M1best,36,weight_cosine,0.10682110682110679,0.6203703703703703,0.6604938271604939,0.4988024691358025,2000,1,0.050974512743628186,0.2984222174626972
174
- SET1,pythia-70m,dfloor_M1best,36,weight_cosine_bn,0.0012870012870012867,0.49382716049382713,0.6172839506172839,0.5009706790123457,2000,1,0.18340829585207397,0.3728135932033983
175
- SET1,pythia-70m,dfloor_M1best,36,d_raw,-0.09163449163449161,0.5864197530864198,0.5185185185185185,0.5024598765432098,2000,1,0.4892553723138431,0.6466679703626448
176
- SET1,pythia-70m,dfloor_M1best,36,qmd_perm,-0.33796653796653786,0.6419753086419753,0.6419753086419753,0.5002438271604939,2000,1,0.13043478260869565,0.3231400172929409
177
- SET1,pythia-70m,dfloor_M1best,36,coord_share_perm,0.29909909909909904,0.595679012345679,0.595679012345679,0.500966049382716,2000,1,0.19140429785107446,0.37623541170591174
178
- SET1,pythia-70m,dfloor_M1best,36,qmd_orth,-0.28133848133848127,0.6512345679012346,0.6512345679012346,0.49913734567901236,2000,1,0.13393303348325838,0.3231400172929409
179
- SET1,pythia-70m,dfloor_M1best,36,coord_share_orth,0.20051480051480047,0.5617283950617284,0.5617283950617284,0.49889351851851854,2000,1,0.2913543228385807,0.44733188961075016
180
- SET1,pythia-70m,dfloor_M1best,36,bnd_raw,-0.18635778635778633,0.5833333333333334,0.5833333333333334,0.5031404320987655,2000,1,0.20439780109945027,0.37623541170591174
181
- SET1,pythia-70m,dfloor_M1best,36,bnd_perm,-0.48545688545688537,0.7037037037037037,0.7037037037037037,0.5018595679012345,2000,1,0.033483258370814596,0.2984222174626972
182
- SET1,pythia-70m,dfloor_M1best,36,bnd_orth,-0.23217503217503213,0.6234567901234568,0.6234567901234568,0.5020185185185185,2000,1,0.14392803598200898,0.3314706283222025
183
- SET1,pythia-70m,dfloor_M1best,36,coord_share_bnd_perm,0.5294723294723294,0.7129629629629629,0.7129629629629629,0.5012283950617284,2000,1,0.037481259370314844,0.2984222174626972
184
- SET1,pythia-70m,dfloor_M1best,36,coord_share_bnd_orth,0.24581724581724576,0.6419753086419753,0.6419753086419753,0.5009567901234568,2000,1,0.13843078460769614,0.32877311344327836
185
- SET1,pythia-70m,dfloor_M1best,36,cka_mean,0.42676962676962665,0.6666666666666666,0.6666666666666666,0.5012083333333334,2000,1,0.10494752623688156,0.3157636867840589
186
- SET1,pythia-70m,dfloor_M1best,36,cka_last,0.4756756756756756,0.691358024691358,0.691358024691358,0.4988287037037037,2000,1,0.08995502248875563,0.3157636867840589
187
- SET1,pythia-70m,dfloor_M1best,36,qmd_act_perm,-0.4334620334620334,0.6666666666666666,0.6666666666666666,0.5012932098765432,2000,1,0.10294852573713144,0.3157636867840589
188
- SET1,pythia-70m,dfloor_M1best,36,qmd_act_procrustes,-0.4334620334620334,0.6666666666666666,0.6666666666666666,0.5012932098765432,2000,1,0.10294852573713144,0.3157636867840589
189
- SET1,pythia-70m,dfloor_M1best,36,qmd_act_ot,-0.40643500643500635,0.6635802469135802,0.6635802469135802,0.5015169753086419,2000,1,0.11694152923538231,0.318254665770563
190
- SET1,pythia-70m,dfloor_M1best,36,task_vector_cosine,0.1773487773487773,0.6111111111111112,0.6111111111111112,0.49807098765432095,2000,1,0.20439780109945027,0.37623541170591174
191
- SET1,pythia-70m,dfloor_M1best,36,MULTIVARIATE_ridge_all,0.386100386100386,nan,0.5987654320987654,0.4998287037037037,2000,1,0.20689655172413793,0.37623541170591174
 
1
  set,substrate,outcome,n_pairs,predictor,spearman_rescue,auroc_in_sample,auroc_heldout_by_seed,perm_null_mean,n_null_draws,pairs_complete,perm_null_p,bh_q
2
+ SET1,pythia-14m,rescue_frac,36,weight_cosine,0.09523809523809522,0.5802469135802469,0.5493827160493827,0.5010679012345679,2000,1,0.31634182908545727,0.5314009661835748
3
+ SET1,pythia-14m,rescue_frac,36,weight_cosine_bn,0.09214929214929213,0.6111111111111112,0.45987654320987653,0.4993395061728395,2000,1,0.6456771614192903,0.7864016709593921
4
+ SET1,pythia-14m,rescue_frac,36,d_raw,-0.07207207207207206,0.5154320987654321,0.4783950617283951,0.49830864197530866,2000,1,0.5817091454272864,0.7236251155468018
5
+ SET1,pythia-14m,rescue_frac,36,qmd_perm,0.07696267696267695,0.6203703703703703,0.6635802469135802,0.4983487654320987,2000,1,0.050974512743628186,0.3730277718283715
6
+ SET1,pythia-14m,rescue_frac,36,coord_share_perm,-0.07387387387387385,0.6141975308641975,0.4382716049382716,0.4995524691358024,2000,1,0.7346326836581709,0.8358096400901345
7
+ SET1,pythia-14m,rescue_frac,36,qmd_orth,0.09317889317889316,0.6234567901234568,0.6759259259259259,0.4971820987654321,2000,1,0.03698150924537731,0.3730277718283715
8
+ SET1,pythia-14m,rescue_frac,36,coord_share_orth,-0.09446589446589444,0.6203703703703703,0.4567901234567901,0.4987716049382716,2000,1,0.6646676661669165,0.7910732133933033
9
+ SET1,pythia-14m,rescue_frac,36,bnd_raw,-0.024710424710424703,0.6049382716049383,0.5432098765432098,0.49891358024691357,2000,1,0.34132933533233384,0.5493121207991046
10
+ SET1,pythia-14m,rescue_frac,36,bnd_perm,0.012355212355212352,0.4351851851851852,0.2962962962962963,0.4970956790123457,2000,1,0.9805097451274363,1.0
11
+ SET1,pythia-14m,rescue_frac,36,bnd_orth,0.014929214929214925,0.4228395061728395,0.41975308641975306,0.4966466049382716,2000,1,0.7776111944027986,0.8589635817929187
12
+ SET1,pythia-14m,rescue_frac,36,coord_share_bnd_perm,-0.00875160875160875,0.4845679012345679,0.4783950617283951,0.5032623456790123,2000,1,0.5962018990504747,0.7355737715557804
13
+ SET1,pythia-14m,rescue_frac,36,coord_share_bnd_orth,-0.0736164736164736,0.5277777777777778,0.5401234567901234,0.4968333333333333,2000,1,0.3618190904547726,0.5532666737497393
14
+ SET1,pythia-14m,rescue_frac,36,cka_mean,-0.013384813384813381,0.4012345679012346,0.6049382716049383,0.4993487654320987,2000,1,0.15142428785607195,0.41100878132362384
15
+ SET1,pythia-14m,rescue_frac,36,cka_last,-0.4779922779922779,0.6512345679012346,0.6512345679012346,0.49850617283950616,2000,1,0.06746626686656672,0.3910756486163698
16
+ SET1,pythia-14m,rescue_frac,36,qmd_act_perm,-0.20720720720720717,0.6574074074074074,0.6574074074074074,0.5001003086419753,2000,1,0.054972513743128434,0.3730277718283715
17
+ SET1,pythia-14m,rescue_frac,36,qmd_act_procrustes,-0.20720720720720717,0.6574074074074074,0.6574074074074074,0.5001003086419753,2000,1,0.054972513743128434,0.3730277718283715
18
+ SET1,pythia-14m,rescue_frac,36,qmd_act_ot,-0.049935649935649924,0.6172839506172839,0.5679012345679012,0.5006234567901234,2000,1,0.25487256371814093,0.4891493647115836
19
+ SET1,pythia-14m,rescue_frac,36,task_vector_cosine,0.13101673101673098,0.5802469135802469,0.5802469135802469,0.49842592592592594,2000,1,0.22338830584707647,0.44212268865567217
20
+ SET1,pythia-14m,rescue_frac,36,MULTIVARIATE_ridge_all,0.254054054054054,nan,0.6203703703703703,0.5005416666666667,2000,1,0.11444277861069466,0.3910756486163698
21
+ SET1,pythia-14m,dfloor_M1best,36,weight_cosine,0.1611325611325611,0.5802469135802469,0.5802469135802469,0.49766512345679015,2000,1,0.21389305347326337,0.4380068030500878
22
+ SET1,pythia-14m,dfloor_M1best,36,weight_cosine_bn,0.07541827541827541,0.5,0.5277777777777778,0.5007422839506173,2000,1,0.4052973513243378,0.5669826957025085
23
+ SET1,pythia-14m,dfloor_M1best,36,d_raw,-0.24401544401544395,0.6388888888888888,0.6388888888888888,0.4974675925925926,2000,1,0.10594702648675662,0.3910756486163698
24
+ SET1,pythia-14m,dfloor_M1best,36,qmd_perm,0.38301158301158295,0.6975308641975309,0.6975308641975309,0.4959598765432099,2000,1,0.04697651174412794,0.3730277718283715
25
+ SET1,pythia-14m,dfloor_M1best,36,coord_share_perm,-0.4445302445302444,0.7345679012345679,0.7345679012345679,0.4954907407407408,2000,1,0.015992003998001,0.3730277718283715
26
+ SET1,pythia-14m,dfloor_M1best,36,qmd_orth,0.43783783783783775,0.7253086419753086,0.7253086419753086,0.4955555555555555,2000,1,0.02148925537231384,0.3730277718283715
27
+ SET1,pythia-14m,dfloor_M1best,36,coord_share_orth,-0.4574002574002573,0.7376543209876543,0.7376543209876543,0.4947222222222223,2000,1,0.015492253873063468,0.3730277718283715
28
+ SET1,pythia-14m,dfloor_M1best,36,bnd_raw,-0.10167310167310165,0.5771604938271605,0.31790123456790126,0.5012052469135803,2000,1,0.9610194902548725,1.0
29
  SET1,pythia-14m,dfloor_M1best,36,bnd_perm,-0.001544401544401544,0.5246913580246914,0.2222222222222222,0.5016435185185185,2000,1,0.9970014992503748,1.0
30
  SET1,pythia-14m,dfloor_M1best,36,bnd_orth,-0.0002574002574002573,0.5277777777777778,0.2037037037037037,0.5023456790123457,2000,1,1.0,1.0
31
+ SET1,pythia-14m,dfloor_M1best,36,coord_share_bnd_perm,-0.15495495495495493,0.5432098765432098,0.29012345679012347,0.502695987654321,2000,1,0.9765117441279361,1.0
32
+ SET1,pythia-14m,dfloor_M1best,36,coord_share_bnd_orth,-0.20592020592020588,0.5925925925925926,0.5925925925925926,0.497645061728395,2000,1,0.21039480259870064,0.4380068030500878
33
+ SET1,pythia-14m,dfloor_M1best,36,cka_mean,0.008236808236808234,0.5617283950617284,0.7037037037037037,0.497354938271605,2000,1,0.02948525737131434,0.3730277718283715
34
+ SET1,pythia-14m,dfloor_M1best,36,cka_last,-0.2924066924066923,0.6049382716049383,0.6049382716049383,0.5010123456790123,2000,1,0.20389805097451275,0.4380068030500878
35
+ SET1,pythia-14m,dfloor_M1best,36,qmd_act_perm,-0.16087516087516085,0.6388888888888888,0.6388888888888888,0.5025570987654321,2000,1,0.06996501749125437,0.3910756486163698
36
+ SET1,pythia-14m,dfloor_M1best,36,qmd_act_procrustes,-0.16087516087516085,0.6388888888888888,0.6388888888888888,0.5025570987654321,2000,1,0.06996501749125437,0.3910756486163698
37
+ SET1,pythia-14m,dfloor_M1best,36,qmd_act_ot,-0.09858429858429855,0.6141975308641975,0.4382716049382716,0.5018364197530863,2000,1,0.7256371814092953,0.8351246063715131
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+ SET1,pythia-14m,dfloor_M1best,36,task_vector_cosine,0.41853281853281843,0.7037037037037037,0.7037037037037037,0.495070987654321,2000,1,0.04597701149425287,0.3730277718283715
39
+ SET1,pythia-14m,dfloor_M1best,36,MULTIVARIATE_ridge_all,0.5389961389961389,nan,0.7777777777777778,0.49735802469135804,2000,1,0.0029985007496251873,0.2215558887223055
40
+ SET1,pythia-160m,rescue_frac,36,weight_cosine,0.4507078507078506,0.7037037037037037,0.7037037037037037,0.5014722222222222,2000,1,0.037481259370314844,0.3730277718283715
41
+ SET1,pythia-160m,rescue_frac,36,weight_cosine_bn,0.0718146718146718,0.49382716049382713,0.4567901234567901,0.501641975308642,2000,1,0.617191404297851,0.7565572052683336
42
+ SET1,pythia-160m,rescue_frac,36,d_raw,-0.4072072072072071,0.6666666666666666,0.6666666666666666,0.5016990740740741,2000,1,0.09695152423788106,0.3910756486163698
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+ SET1,pythia-160m,rescue_frac,36,qmd_perm,-0.30373230373230364,0.6203703703703703,0.6203703703703703,0.49744598765432096,2000,1,0.12043978010994502,0.3910756486163698
44
+ SET1,pythia-160m,rescue_frac,36,coord_share_perm,0.10141570141570139,0.5555555555555556,0.5462962962962963,0.4964382716049382,2000,1,0.30484757621189407,0.5218111664888276
45
+ SET1,pythia-160m,rescue_frac,36,qmd_orth,-0.439124839124839,0.7037037037037037,0.7037037037037037,0.4978564814814815,2000,1,0.051974012993503245,0.3730277718283715
46
+ SET1,pythia-160m,rescue_frac,36,coord_share_orth,0.25173745173745166,0.6388888888888888,0.6388888888888888,0.4958179012345679,2000,1,0.12143928035982009,0.3910756486163698
47
+ SET1,pythia-160m,rescue_frac,36,bnd_raw,0.08288288288288287,0.5401234567901234,0.25,0.49592592592592594,2000,1,0.984007996001999,1.0
48
+ SET1,pythia-160m,rescue_frac,36,bnd_perm,0.03963963963963963,0.49691358024691357,0.25308641975308643,0.4955401234567901,2000,1,0.9740129935032483,1.0
49
+ SET1,pythia-160m,rescue_frac,36,bnd_orth,-0.04658944658944658,0.5709876543209876,0.3055555555555556,0.4971481481481482,2000,1,0.9245377311344328,0.9759009384196791
50
+ SET1,pythia-160m,rescue_frac,36,coord_share_bnd_perm,-0.015444015444015441,0.49382716049382713,0.6141975308641975,0.5009367283950618,2000,1,0.175912043978011,0.4380068030500878
51
+ SET1,pythia-160m,rescue_frac,36,coord_share_bnd_orth,0.16216216216216212,0.6666666666666666,0.5709876543209876,0.4991111111111111,2000,1,0.272863568215892,0.4937531234382808
52
+ SET1,pythia-160m,rescue_frac,36,cka_mean,0.007979407979407977,0.4783950617283951,0.25617283950617287,0.49841203703703707,2000,1,0.9865067466266867,1.0
53
+ SET1,pythia-160m,rescue_frac,36,cka_last,-0.0005148005148005147,0.5216049382716049,0.49074074074074076,0.49779938271604934,2000,1,0.5467266366816592,0.6971681944262769
54
+ SET1,pythia-160m,rescue_frac,36,qmd_act_perm,-0.05997425997425996,0.5123456790123457,0.5246913580246914,0.5004151234567902,2000,1,0.4147926036981509,0.5669826957025085
55
+ SET1,pythia-160m,rescue_frac,36,qmd_act_procrustes,-0.05997425997425996,0.5123456790123457,0.5246913580246914,0.5004151234567902,2000,1,0.4147926036981509,0.5669826957025085
56
+ SET1,pythia-160m,rescue_frac,36,qmd_act_ot,-0.07799227799227798,0.5277777777777778,0.5277777777777778,0.5005632716049383,2000,1,0.40379810094952523,0.5669826957025085
57
+ SET1,pythia-160m,rescue_frac,36,task_vector_cosine,0.04942084942084941,0.5216049382716049,0.4537037037037037,0.5020077160493828,2000,1,0.6571714142928535,0.7902694222508998
58
+ SET1,pythia-160m,rescue_frac,36,MULTIVARIATE_ridge_all,0.33075933075933067,nan,0.6419753086419753,0.49913117283950614,2000,1,0.12993503248375812,0.3976136931534233
59
+ SET1,pythia-160m,dfloor_M1best,36,weight_cosine,-0.19510939510939507,0.5987654320987654,0.2839506172839506,0.5044984567901234,2000,1,0.9615192403798101,1.0
60
+ SET1,pythia-160m,dfloor_M1best,36,weight_cosine_bn,0.0893178893178893,0.595679012345679,0.5679012345679012,0.500783950617284,2000,1,0.312343828085957,0.5298689940743914
61
+ SET1,pythia-160m,dfloor_M1best,36,d_raw,0.27284427284427276,0.6450617283950617,0.3487654320987654,0.5034429012345679,2000,1,0.9095452273863068,0.9654390681754094
62
+ SET1,pythia-160m,dfloor_M1best,36,qmd_perm,0.14465894465894463,0.6234567901234568,0.6234567901234568,0.5019027777777778,2000,1,0.1294352823588206,0.3976136931534233
63
+ SET1,pythia-160m,dfloor_M1best,36,coord_share_perm,0.08416988416988415,0.5185185185185185,0.4012345679012346,0.5005586419753086,2000,1,0.7701149425287356,0.8589635817929187
64
+ SET1,pythia-160m,dfloor_M1best,36,qmd_orth,0.13359073359073356,0.6265432098765432,0.5493827160493827,0.5014907407407407,2000,1,0.36531734132933535,0.5532666737497393
65
+ SET1,pythia-160m,dfloor_M1best,36,coord_share_orth,0.0368082368082368,0.4537037037037037,0.39197530864197533,0.49899382716049384,2000,1,0.7821089455272364,0.8589635817929187
66
+ SET1,pythia-160m,dfloor_M1best,36,bnd_raw,-0.27799227799227794,0.6481481481481481,0.6481481481481481,0.500983024691358,2000,1,0.11894052973513243,0.3910756486163698
67
+ SET1,pythia-160m,dfloor_M1best,36,bnd_perm,-0.30682110682110675,0.6049382716049383,0.6049382716049383,0.4991388888888889,2000,1,0.22088955522238882,0.44212268865567217
68
+ SET1,pythia-160m,dfloor_M1best,36,bnd_orth,-0.3711711711711711,0.6604938271604939,0.6604938271604939,0.49968518518518523,2000,1,0.0814592703648176,0.3910756486163698
69
+ SET1,pythia-160m,dfloor_M1best,36,coord_share_bnd_perm,0.23037323037323032,0.5555555555555556,0.5555555555555556,0.4985046296296296,2000,1,0.33933033483258374,0.5493121207991046
70
+ SET1,pythia-160m,dfloor_M1best,36,coord_share_bnd_orth,0.2998712998712998,0.5987654320987654,0.5987654320987654,0.4979845679012346,2000,1,0.18490754622688654,0.4380068030500878
71
+ SET1,pythia-160m,dfloor_M1best,36,cka_mean,-0.2697554697554697,0.6851851851851852,0.6851851851851852,0.5002283950617284,2000,1,0.11094452773613193,0.3910756486163698
72
+ SET1,pythia-160m,dfloor_M1best,36,cka_last,0.4756756756756756,0.7006172839506173,0.7006172839506173,0.49730555555555556,2000,1,0.04047976011994003,0.3730277718283715
73
+ SET1,pythia-160m,dfloor_M1best,36,qmd_act_perm,0.15727155727155723,0.6049382716049383,0.6049382716049383,0.49985030864197527,2000,1,0.21039480259870064,0.4380068030500878
74
+ SET1,pythia-160m,dfloor_M1best,36,qmd_act_procrustes,0.15727155727155723,0.6049382716049383,0.6049382716049383,0.49985030864197527,2000,1,0.21039480259870064,0.4380068030500878
75
+ SET1,pythia-160m,dfloor_M1best,36,qmd_act_ot,0.14568854568854567,0.595679012345679,0.595679012345679,0.5000725308641976,2000,1,0.22988505747126436,0.45029031875814673
76
+ SET1,pythia-160m,dfloor_M1best,36,task_vector_cosine,0.28262548262548254,0.7191358024691358,0.4012345679012346,0.502317901234568,2000,1,0.7941029485257372,0.8671239093097131
77
+ SET1,pythia-160m,dfloor_M1best,36,MULTIVARIATE_ridge_all,0.5835263835263834,nan,0.7592592592592593,0.4965509259259259,2000,1,0.018490754622688656,0.3730277718283715
78
+ SET1,pythia-31m,rescue_frac,36,weight_cosine,0.2738738738738738,0.7037037037037037,0.7037037037037037,0.5038703703703703,2000,1,0.028985507246376812,0.3730277718283715
79
+ SET1,pythia-31m,rescue_frac,36,weight_cosine_bn,0.2172458172458172,0.6419753086419753,0.6419753086419753,0.5037638888888889,2000,1,0.08195902048975512,0.3910756486163698
80
+ SET1,pythia-31m,rescue_frac,36,d_raw,-0.3209781209781209,0.7037037037037037,0.7037037037037037,0.5051126543209876,2000,1,0.02498750624687656,0.3730277718283715
81
+ SET1,pythia-31m,rescue_frac,36,qmd_perm,-0.4931788931788931,0.691358024691358,0.691358024691358,0.5052654320987654,2000,1,0.04847576211894053,0.3730277718283715
82
+ SET1,pythia-31m,rescue_frac,36,coord_share_perm,0.4604890604890604,0.654320987654321,0.654320987654321,0.5047638888888889,2000,1,0.09495252373813093,0.3910756486163698
83
+ SET1,pythia-31m,rescue_frac,36,qmd_orth,-0.4048906048906048,0.6296296296296297,0.5617283950617284,0.503287037037037,2000,1,0.2843578210894553,0.5002591296944121
84
+ SET1,pythia-31m,rescue_frac,36,coord_share_orth,0.34620334620334614,0.5740740740740741,0.5709876543209876,0.5042484567901235,2000,1,0.28085957021489255,0.49872260131616436
85
+ SET1,pythia-31m,rescue_frac,36,bnd_raw,-0.3909909909909909,0.7006172839506173,0.7006172839506173,0.5058533950617284,2000,1,0.03248375812093953,0.3730277718283715
86
+ SET1,pythia-31m,rescue_frac,36,bnd_perm,-0.48983268983268974,0.75,0.75,0.5063302469135803,2000,1,0.011494252873563218,0.3730277718283715
87
+ SET1,pythia-31m,rescue_frac,36,bnd_orth,-0.37966537966537955,0.6697530864197531,0.6080246913580247,0.504854938271605,2000,1,0.16541729135432284,0.42412127269698485
88
+ SET1,pythia-31m,rescue_frac,36,coord_share_bnd_perm,0.42702702702702694,0.7098765432098766,0.7098765432098766,0.5050138888888889,2000,1,0.02498750624687656,0.3730277718283715
89
+ SET1,pythia-31m,rescue_frac,36,coord_share_bnd_orth,0.38532818532818525,0.654320987654321,0.6481481481481481,0.5054367283950618,2000,1,0.10444777611194403,0.3910756486163698
90
+ SET1,pythia-31m,rescue_frac,36,cka_mean,0.10012870012870011,0.5401234567901234,0.5462962962962963,0.5028364197530865,2000,1,0.3448275862068966,0.5493121207991046
91
+ SET1,pythia-31m,rescue_frac,36,cka_last,0.03912483912483911,0.4660493827160494,0.37962962962962965,0.49881481481481477,2000,1,0.8770614692653673,0.941478413335705
92
+ SET1,pythia-31m,rescue_frac,36,qmd_act_perm,-0.0597168597168597,0.5246913580246914,0.4444444444444444,0.5001882716049383,2000,1,0.7221389305347327,0.8351246063715131
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+ SET1,pythia-31m,rescue_frac,36,qmd_act_ot,0.010038610038610037,0.5370370370370371,0.4012345679012346,0.5005555555555555,2000,1,0.8405797101449275,0.9074440052700922
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97
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99
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100
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101
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102
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103
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104
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105
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106
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109
+ SET1,pythia-31m,dfloor_M1best,36,cka_mean,0.11196911196911194,0.5771604938271605,0.5771604938271605,0.4976604938271605,2000,1,0.20239880059970014,0.4380068030500878
110
+ SET1,pythia-31m,dfloor_M1best,36,cka_last,-0.07387387387387385,0.6265432098765432,0.4876543209876543,0.5009722222222223,2000,1,0.5627186406796602,0.7127769448609029
111
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112
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113
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114
+ SET1,pythia-31m,dfloor_M1best,36,task_vector_cosine,0.001544401544401544,0.5709876543209876,0.42592592592592593,0.49775,2000,1,0.7296351824087957,0.8351246063715131
115
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results/predictor_confirmatory.csv CHANGED
@@ -1,26 +1,26 @@
1
  substrate,predictor,n_pairs,spearman,auroc_heldout_by_seed,perm_null_mean,perm_p,n_null_draws,bh_q_within_confirmatory_family
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- pythia-410m,coordinate share (block-normalised / permutation),14,0.2439560439560429,0.6122448979591837,nan,nan,0,
19
- pythia-410m,CKA (mean over layers / unaligned),14,0.23516483516483414,0.6122448979591837,nan,nan,0,
20
- pythia-410m,QMD (quotient_residual / permutation),14,-0.13406593406593348,0.5510204081632653,nan,nan,0,
21
- pythia-410m,task-vector cosine,14,-0.10329670329670285,0.5306122448979592,nan,nan,0,
22
- pythia-70m,weight cosine,36,0.08854568854568852,0.49074074074074076,0.4996419753086419,0.5167416291854073,2000,0.6889888389138765
23
- pythia-70m,coordinate share (block-normalised / permutation),36,0.4615186615186614,0.8055555555555556,0.5003317901234569,0.0024987506246876563,2000,0.04997501249375313
24
- pythia-70m,CKA (mean over layers / unaligned),36,0.4954954954954954,0.654320987654321,0.501375,0.11294352823588207,2000,0.32269579495966305
25
- pythia-70m,QMD (quotient_residual / permutation),36,-0.4936936936936936,0.6759259259259259,0.5014660493827161,0.08945527236381809,2000,0.29818424121272696
26
- pythia-70m,task-vector cosine,36,0.0705276705276705,0.5432098765432098,0.5019166666666667,0.38980509745127434,2000,0.5925608624259299
 
1
  substrate,predictor,n_pairs,spearman,auroc_heldout_by_seed,perm_null_mean,perm_p,n_null_draws,bh_q_within_confirmatory_family
2
+ pythia-14m,weight cosine,36,0.09523809523809522,0.5493827160493827,0.5010679012345679,0.31634182908545727,2000,0.6481134432783608
3
+ pythia-14m,coordinate share (block-normalised / permutation),36,-0.00875160875160875,0.4783950617283951,0.5032623456790123,0.5962018990504747,2000,0.7452523738130934
4
+ pythia-14m,CKA (mean over layers / unaligned),36,-0.013384813384813381,0.6049382716049383,0.4993487654320987,0.15142428785607195,2000,0.4732008995502249
5
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6
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7
+ pythia-160m,weight cosine,36,0.4507078507078506,0.7037037037037037,0.5014722222222222,0.037481259370314844,2000,0.23425787106446777
8
+ pythia-160m,coordinate share (block-normalised / permutation),36,-0.015444015444015441,0.6141975308641975,0.5009367283950618,0.175912043978011,2000,0.4886445666055861
9
+ pythia-160m,CKA (mean over layers / unaligned),36,0.007979407979407977,0.25617283950617287,0.49841203703703707,0.9865067466266867,2000,0.9865067466266866
10
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11
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12
+ pythia-31m,weight cosine,36,0.2738738738738738,0.7037037037037037,0.5038703703703703,0.028985507246376812,2000,0.23425787106446777
13
+ pythia-31m,coordinate share (block-normalised / permutation),36,0.42702702702702694,0.7098765432098766,0.5050138888888889,0.02498750624687656,2000,0.23425787106446777
14
+ pythia-31m,CKA (mean over layers / unaligned),36,0.10012870012870011,0.5462962962962963,0.5028364197530865,0.3448275862068966,2000,0.6481134432783608
15
+ pythia-31m,QMD (quotient_residual / permutation),36,-0.0597168597168597,0.4444444444444444,0.5001882716049383,0.7221389305347327,2000,0.7849336201464486
16
+ pythia-31m,task-vector cosine,36,-0.12252252252252249,0.48148148148148145,0.49875308641975313,0.5767116441779111,2000,0.7452523738130934
17
+ pythia-410m,weight cosine,15,0.0428571428571427,0.4642857142857143,0.503875,0.5827086456771614,2000,0.7452523738130934
18
+ pythia-410m,coordinate share (block-normalised / permutation),15,0.16428571428571367,0.44642857142857145,0.49861607142857145,0.6661669165417291,2000,0.7570078597065103
19
+ pythia-410m,CKA (mean over layers / unaligned),15,0.024999999999999908,0.32142857142857145,0.49664285714285716,0.9010494752623688,2000,0.9385932033983009
20
+ pythia-410m,QMD (quotient_residual / permutation),15,-0.10714285714285675,0.5535714285714286,0.5025892857142857,0.36881559220389803,2000,0.6481134432783608
21
+ pythia-410m,task-vector cosine,15,0.014285714285714233,0.5714285714285714,0.5006964285714286,0.3498250874562719,2000,0.6481134432783608
22
+ pythia-70m,weight cosine,36,0.08854568854568852,0.49074074074074076,0.4996419753086419,0.5167416291854073,2000,0.7452523738130934
23
+ pythia-70m,coordinate share (block-normalised / permutation),36,0.4615186615186614,0.8055555555555556,0.5003317901234569,0.0024987506246876563,2000,0.062468765617191405
24
+ pythia-70m,CKA (mean over layers / unaligned),36,0.4954954954954954,0.654320987654321,0.501375,0.11294352823588207,2000,0.40336974369957884
25
+ pythia-70m,QMD (quotient_residual / permutation),36,-0.4936936936936936,0.6759259259259259,0.5014660493827161,0.08945527236381809,2000,0.3727303015159087
26
+ pythia-70m,task-vector cosine,36,0.0705276705276705,0.5432098765432098,0.5019166666666667,0.38980509745127434,2000,0.6481134432783608
results/predictor_transfer_across_size.csv CHANGED
@@ -1,51 +1,51 @@
1
  outcome,held_out_substrate,n,auroc_transfer,null_mean,perm_p,predictor,bh_q
2
- rescue_frac,pythia-14m,36,0.41358024691358025,0.5002407407407408,0.8135932033983009,MULTIVARIATE_ridge_all,0.9663772764780401
3
- rescue_frac,pythia-160m,36,0.654320987654321,0.4989737654320987,0.04847576211894053,MULTIVARIATE_ridge_all,0.22034437326791148
4
- rescue_frac,pythia-31m,36,0.6851851851851852,0.4953179012345679,0.02448775612193903,MULTIVARIATE_ridge_all,0.17491254372813594
5
- rescue_frac,pythia-410m,14,0.5306122448979592,0.4980816326530612,0.44577711144427784,MULTIVARIATE_ridge_all,0.7371416462325554
6
- rescue_frac,pythia-70m,36,0.5555555555555556,0.5022361111111111,0.29235382308845576,MULTIVARIATE_ridge_all,0.6644405070192176
7
- rescue_frac,pythia-14m,36,0.5154320987654321,0.5002932098765431,0.45854145854145856,coord_share_bnd_perm,0.7371416462325554
8
- rescue_frac,pythia-160m,36,0.5061728395061729,0.5004320987654322,0.4725274725274725,coord_share_bnd_perm,0.7371416462325554
9
- rescue_frac,pythia-31m,36,0.7098765432098766,0.5017098765432099,0.015984015984015984,coord_share_bnd_perm,0.13320013320013321
10
- rescue_frac,pythia-410m,14,0.6122448979591837,0.4920204081632653,0.2517482517482518,coord_share_bnd_perm,0.6644405070192176
11
- rescue_frac,pythia-70m,36,0.8055555555555556,0.4970030864197531,0.001998001998001998,coord_share_bnd_perm,0.0999000999000999
12
- rescue_frac,pythia-14m,36,0.6574074074074074,0.4967191358024692,0.04695304695304695,qmd_act_perm,0.22034437326791148
13
- rescue_frac,pythia-160m,36,0.5123456790123457,0.49680555555555556,0.4435564435564436,qmd_act_perm,0.7371416462325554
14
- rescue_frac,pythia-31m,36,0.5246913580246914,0.50570987654321,0.44555444555444557,qmd_act_perm,0.7371416462325554
15
- rescue_frac,pythia-410m,14,0.5714285714285714,0.5012244897959184,0.34665334665334663,qmd_act_perm,0.7132867132867133
16
- rescue_frac,pythia-70m,36,0.6759259259259259,0.5007530864197531,0.04495504495504495,qmd_act_perm,0.22034437326791148
17
- rescue_frac,pythia-14m,36,0.5987654320987654,0.4969320987654321,0.14985014985014986,cka_mean,0.5261405261405262
18
- rescue_frac,pythia-160m,36,0.4783950617283951,0.49836419753086414,0.5704295704295704,cka_mean,0.7922632922632923
19
- rescue_frac,pythia-31m,36,0.5401234567901234,0.4998179012345679,0.35664335664335667,cka_mean,0.7132867132867133
20
- rescue_frac,pythia-410m,14,0.6122448979591837,0.5012448979591836,0.2867132867132867,cka_mean,0.6644405070192176
21
- rescue_frac,pythia-70m,36,0.345679012345679,0.4977283950617284,0.9500499500499501,cka_mean,0.98001998001998
22
- rescue_frac,pythia-14m,36,0.5802469135802469,0.4977962962962963,0.21678321678321677,weight_cosine,0.6644405070192176
23
- rescue_frac,pythia-160m,36,0.7037037037037037,0.49604320987654327,0.012987012987012988,weight_cosine,0.12987012987012986
24
- rescue_frac,pythia-31m,36,0.7037037037037037,0.4968487654320987,0.01098901098901099,weight_cosine,0.12987012987012986
25
- rescue_frac,pythia-410m,14,0.5102040816326531,0.4929183673469388,0.4835164835164835,weight_cosine,0.7371416462325554
26
- rescue_frac,pythia-70m,36,0.49382716049382713,0.5011265432098766,0.5474525474525475,weight_cosine,0.7820750677893535
27
- dfloor_M1best,pythia-14m,36,0.35185185185185186,0.4958641975308642,0.9205397301349325,MULTIVARIATE_ridge_all,0.98001998001998
28
- dfloor_M1best,pythia-160m,36,0.7283950617283951,0.5017561728395061,0.009995002498750625,MULTIVARIATE_ridge_all,0.12987012987012986
29
- dfloor_M1best,pythia-31m,36,0.5401234567901234,0.49930864197530866,0.3543228385807096,MULTIVARIATE_ridge_all,0.7132867132867133
30
- dfloor_M1best,pythia-410m,14,0.4489795918367347,0.5044489795918368,0.655672163918041,MULTIVARIATE_ridge_all,0.8491508491508492
31
- dfloor_M1best,pythia-70m,36,0.404320987654321,0.4979382716049382,0.8310844577711144,MULTIVARIATE_ridge_all,0.9663772764780401
32
- dfloor_M1best,pythia-14m,36,0.4567901234567901,0.49859567901234575,0.6593406593406593,coord_share_bnd_perm,0.8491508491508492
33
- dfloor_M1best,pythia-160m,36,0.5555555555555556,0.4985277777777778,0.27972027972027974,coord_share_bnd_perm,0.6644405070192176
34
- dfloor_M1best,pythia-31m,36,0.5123456790123457,0.4993271604938272,0.4645354645354645,coord_share_bnd_perm,0.7371416462325554
35
- dfloor_M1best,pythia-410m,14,0.5102040816326531,0.497530612244898,0.4865134865134865,coord_share_bnd_perm,0.7371416462325554
36
- dfloor_M1best,pythia-70m,36,0.7129629629629629,0.4954104938271605,0.011988011988011988,coord_share_bnd_perm,0.12987012987012986
37
- dfloor_M1best,pythia-14m,36,0.6388888888888888,0.4990956790123457,0.07092907092907093,qmd_act_perm,0.27280411895796514
38
- dfloor_M1best,pythia-160m,36,0.3950617283950617,0.49577160493827166,0.8561438561438561,qmd_act_perm,0.9728907456180184
39
- dfloor_M1best,pythia-31m,36,0.4660493827160494,0.4998858024691358,0.6623376623376623,qmd_act_perm,0.8491508491508492
40
- dfloor_M1best,pythia-410m,14,0.20408163265306123,0.5013877551020407,0.975024975024975,qmd_act_perm,0.98001998001998
41
- dfloor_M1best,pythia-70m,36,0.6666666666666666,0.5004722222222223,0.058941058941058944,qmd_act_perm,0.24558774558774563
42
- dfloor_M1best,pythia-14m,36,0.5617283950617284,0.5019074074074074,0.26973026973026976,cka_mean,0.6644405070192176
43
- dfloor_M1best,pythia-160m,36,0.3148148148148148,0.5010277777777777,0.973026973026973,cka_mean,0.98001998001998
44
- dfloor_M1best,pythia-31m,36,0.5771604938271605,0.49998148148148147,0.23076923076923078,cka_mean,0.6644405070192176
45
- dfloor_M1best,pythia-410m,14,0.1836734693877551,0.49481632653061225,0.98001998001998,cka_mean,0.98001998001998
46
- dfloor_M1best,pythia-70m,36,0.6666666666666666,0.5019753086419753,0.04795204795204795,cka_mean,0.22034437326791148
47
- dfloor_M1best,pythia-14m,36,0.41975308641975306,0.50575,0.8231768231768232,weight_cosine,0.9663772764780401
48
- dfloor_M1best,pythia-160m,36,0.5987654320987654,0.5048395061728396,0.15784215784215785,weight_cosine,0.5261405261405262
49
- dfloor_M1best,pythia-31m,36,0.42592592592592593,0.5072283950617285,0.7872127872127872,weight_cosine,0.9663772764780401
50
- dfloor_M1best,pythia-410m,14,0.4897959183673469,0.5006938775510203,0.5364635364635365,weight_cosine,0.7820750677893535
51
- dfloor_M1best,pythia-70m,36,0.37962962962962965,0.5010895061728395,0.9010989010989011,weight_cosine,0.98001998001998
 
1
  outcome,held_out_substrate,n,auroc_transfer,null_mean,perm_p,predictor,bh_q
2
+ rescue_frac,pythia-14m,36,0.42592592592592593,0.49953703703703706,0.7746126936531734,MULTIVARIATE_ridge_all,0.9657009657009658
3
+ rescue_frac,pythia-160m,36,0.6574074074074074,0.49884567901234567,0.04397801099450275,MULTIVARIATE_ridge_all,0.2225047679593134
4
+ rescue_frac,pythia-31m,36,0.6790123456790124,0.4954043209876543,0.02848575712143928,MULTIVARIATE_ridge_all,0.2034696937245663
5
+ rescue_frac,pythia-410m,15,0.39285714285714285,0.499375,0.7726136931534233,MULTIVARIATE_ridge_all,0.9657009657009658
6
+ rescue_frac,pythia-70m,36,0.5555555555555556,0.5018842592592593,0.2893553223388306,MULTIVARIATE_ridge_all,0.6889412436638823
7
+ rescue_frac,pythia-14m,36,0.5154320987654321,0.5000679012345679,0.46153846153846156,coord_share_bnd_perm,0.7766427121265832
8
+ rescue_frac,pythia-160m,36,0.5061728395061729,0.49967283950617286,0.4725274725274725,coord_share_bnd_perm,0.7766427121265832
9
+ rescue_frac,pythia-31m,36,0.7098765432098766,0.5022222222222222,0.016983016983016984,coord_share_bnd_perm,0.14152514152514153
10
+ rescue_frac,pythia-410m,15,0.48214285714285715,0.4970178571428571,0.5494505494505495,coord_share_bnd_perm,0.8291708291708292
11
+ rescue_frac,pythia-70m,36,0.8055555555555556,0.4977777777777778,0.002997002997002997,coord_share_bnd_perm,0.14152514152514153
12
+ rescue_frac,pythia-14m,36,0.6574074074074074,0.4956512345679013,0.04395604395604396,qmd_act_perm,0.2225047679593134
13
+ rescue_frac,pythia-160m,36,0.5123456790123457,0.49812654320987654,0.44955044955044954,qmd_act_perm,0.7766427121265832
14
+ rescue_frac,pythia-31m,36,0.5246913580246914,0.505104938271605,0.43956043956043955,qmd_act_perm,0.7766427121265832
15
+ rescue_frac,pythia-410m,15,0.5714285714285714,0.5082678571428572,0.3696303696303696,qmd_act_perm,0.7392607392607392
16
+ rescue_frac,pythia-70m,36,0.6759259259259259,0.5001574074074074,0.04495504495504495,qmd_act_perm,0.2225047679593134
17
+ rescue_frac,pythia-14m,36,0.5987654320987654,0.49704012345679005,0.14685314685314685,cka_mean,0.5161505161505162
18
+ rescue_frac,pythia-160m,36,0.4783950617283951,0.4971358024691358,0.5684315684315684,cka_mean,0.8291708291708292
19
+ rescue_frac,pythia-31m,36,0.5401234567901234,0.5012129629629629,0.36363636363636365,cka_mean,0.7392607392607392
20
+ rescue_frac,pythia-410m,15,0.5714285714285714,0.496,0.33666333666333664,cka_mean,0.7392607392607392
21
+ rescue_frac,pythia-70m,36,0.345679012345679,0.4976512345679013,0.952047952047952,cka_mean,0.9714775020897469
22
+ rescue_frac,pythia-14m,36,0.5802469135802469,0.4967129629629629,0.2037962037962038,weight_cosine,0.6368631368631369
23
+ rescue_frac,pythia-160m,36,0.7037037037037037,0.49530555555555555,0.011988011988011988,weight_cosine,0.14152514152514153
24
+ rescue_frac,pythia-31m,36,0.7037037037037037,0.49937654320987657,0.012987012987012988,weight_cosine,0.14152514152514153
25
+ rescue_frac,pythia-410m,15,0.625,0.507125,0.24075924075924077,weight_cosine,0.6687756687756689
26
+ rescue_frac,pythia-70m,36,0.49382716049382713,0.49939814814814815,0.5354645354645354,weight_cosine,0.8291708291708292
27
+ dfloor_M1best,pythia-14m,36,0.35185185185185186,0.4959104938271605,0.920039980009995,MULTIVARIATE_ridge_all,0.9657009657009658
28
+ dfloor_M1best,pythia-160m,36,0.7283950617283951,0.5017561728395061,0.009995002498750625,MULTIVARIATE_ridge_all,0.14152514152514153
29
+ dfloor_M1best,pythia-31m,36,0.5401234567901234,0.4992191358024692,0.3553223388305847,MULTIVARIATE_ridge_all,0.7392607392607392
30
+ dfloor_M1best,pythia-410m,15,0.39285714285714285,0.49885714285714283,0.7616191904047976,MULTIVARIATE_ridge_all,0.9657009657009658
31
+ dfloor_M1best,pythia-70m,36,0.404320987654321,0.4987484567901234,0.8335832083958021,MULTIVARIATE_ridge_all,0.9657009657009658
32
+ dfloor_M1best,pythia-14m,36,0.4567901234567901,0.4981141975308642,0.6583416583416584,coord_share_bnd_perm,0.8977508977508979
33
+ dfloor_M1best,pythia-160m,36,0.5555555555555556,0.49773765432098765,0.27672327672327673,coord_share_bnd_perm,0.6889412436638823
34
+ dfloor_M1best,pythia-31m,36,0.5123456790123457,0.5000586419753087,0.46553446553446554,coord_share_bnd_perm,0.7766427121265832
35
+ dfloor_M1best,pythia-410m,15,0.48214285714285715,0.5056785714285715,0.5804195804195804,coord_share_bnd_perm,0.8291708291708292
36
+ dfloor_M1best,pythia-70m,36,0.7129629629629629,0.4966574074074074,0.015984015984015984,coord_share_bnd_perm,0.14152514152514153
37
+ dfloor_M1best,pythia-14m,36,0.6388888888888888,0.5003549382716049,0.07192807192807193,qmd_act_perm,0.27664643049258436
38
+ dfloor_M1best,pythia-160m,36,0.3950617283950617,0.4971203703703703,0.8571428571428571,qmd_act_perm,0.9657009657009658
39
+ dfloor_M1best,pythia-31m,36,0.4660493827160494,0.5002438271604939,0.6643356643356644,qmd_act_perm,0.8977508977508979
40
+ dfloor_M1best,pythia-410m,15,0.32142857142857145,0.5012678571428572,0.8781218781218781,qmd_act_perm,0.9657009657009658
41
+ dfloor_M1best,pythia-70m,36,0.6666666666666666,0.4992160493827161,0.056943056943056944,qmd_act_perm,0.23726273726273728
42
+ dfloor_M1best,pythia-14m,36,0.5617283950617284,0.5010833333333333,0.2647352647352647,cka_mean,0.6889412436638823
43
+ dfloor_M1best,pythia-160m,36,0.3148148148148148,0.5007901234567902,0.972027972027972,cka_mean,0.972027972027972
44
+ dfloor_M1best,pythia-31m,36,0.5771604938271605,0.5023672839506174,0.23276723276723277,cka_mean,0.6687756687756689
45
+ dfloor_M1best,pythia-410m,15,0.2857142857142857,0.49905357142857143,0.9270729270729271,cka_mean,0.9657009657009658
46
+ dfloor_M1best,pythia-70m,36,0.6666666666666666,0.5025802469135802,0.04895104895104895,cka_mean,0.2225047679593134
47
+ dfloor_M1best,pythia-14m,36,0.41975308641975306,0.5044722222222222,0.8191808191808192,weight_cosine,0.9657009657009658
48
+ dfloor_M1best,pythia-160m,36,0.5987654320987654,0.5039722222222223,0.15484515484515485,weight_cosine,0.5161505161505162
49
+ dfloor_M1best,pythia-31m,36,0.42592592592592593,0.5071944444444445,0.7942057942057942,weight_cosine,0.9657009657009658
50
+ dfloor_M1best,pythia-410m,15,0.5178571428571429,0.5031428571428571,0.48151848151848153,weight_cosine,0.7766427121265832
51
+ dfloor_M1best,pythia-70m,36,0.37962962962962965,0.5031450617283951,0.903096903096903,weight_cosine,0.9657009657009658
results/repair_160m.jsonl CHANGED
@@ -31,3 +31,6 @@
31
  {"set": "set1_repair", "size": "160m", "pair": [6, 7], "floor": 3.2518449100262963, "blimp_ceiling": 0.7720398009950249, "parent_nll": {"a": 3.275653995879709, "b": 3.2518449100262963}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7631840796019901}, "rungs": {"M0_naive_avg": {"nll": 13.115680612463308, "delta_floor": 9.863835702437012, "blimp_acc": 0.5162189054726368, "blimp_delta_vs_ceiling": -0.25582089552238807}, "M1_perm_avg": {"nll": 10.635687721685422, "delta_floor": 7.383842811659125, "blimp_acc": 0.5233830845771145, "blimp_delta_vs_ceiling": -0.24865671641791043}, "M4_perm_repair": {"nll": 10.801402112509173, "delta_floor": 7.549557202482877, "blimp_acc": 0.5362189054726368, "blimp_delta_vs_ceiling": -0.23582089552238805}, "M5_naive_repair": {"nll": 11.471337126192514, "delta_floor": 8.219492216166218, "blimp_acc": 0.5103482587064677, "blimp_delta_vs_ceiling": -0.2616915422885572}}, "secs": 79.18723726272583}
32
  {"set": "set1_repair", "size": "160m", "pair": [6, 8], "floor": 3.2340771102158756, "blimp_ceiling": 0.7754228855721393, "parent_nll": {"a": 3.275653995879709, "b": 3.2340771102158756}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7754228855721393}, "rungs": {"M0_naive_avg": {"nll": 12.442393084561521, "delta_floor": 9.208315974345645, "blimp_acc": 0.5287562189054726, "blimp_delta_vs_ceiling": -0.2466666666666667}, "M1_perm_avg": {"nll": 11.459902649522995, "delta_floor": 8.22582553930712, "blimp_acc": 0.5575124378109453, "blimp_delta_vs_ceiling": -0.21791044776119406}, "M4_perm_repair": {"nll": 12.006676601103841, "delta_floor": 8.772599490887966, "blimp_acc": 0.5153233830845771, "blimp_delta_vs_ceiling": -0.2600995024875622}, "M5_naive_repair": {"nll": 12.411762991530088, "delta_floor": 9.177685881314211, "blimp_acc": 0.511044776119403, "blimp_delta_vs_ceiling": -0.2643781094527363}}, "secs": 73.58480858802795}
33
  {"set": "set1_repair", "size": "160m", "pair": [6, 9], "floor": 3.262358126108427, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.275653995879709, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 14.832281840524095, "delta_floor": 11.569923714415667, "blimp_acc": 0.582089552238806, "blimp_delta_vs_ceiling": -0.20298507462686566}, "M1_perm_avg": {"nll": 10.159396117447407, "delta_floor": 6.89703799133898, "blimp_acc": 0.5467661691542288, "blimp_delta_vs_ceiling": -0.23830845771144282}, "M4_perm_repair": {"nll": 9.69861126505932, "delta_floor": 6.436253138950892, "blimp_acc": 0.5497512437810945, "blimp_delta_vs_ceiling": -0.23532338308457712}, "M5_naive_repair": {"nll": 14.317679746743517, "delta_floor": 11.05532162063509, "blimp_acc": 0.5157213930348259, "blimp_delta_vs_ceiling": -0.26935323383084575}}, "secs": 77.23629832267761}
 
 
 
 
31
  {"set": "set1_repair", "size": "160m", "pair": [6, 7], "floor": 3.2518449100262963, "blimp_ceiling": 0.7720398009950249, "parent_nll": {"a": 3.275653995879709, "b": 3.2518449100262963}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7631840796019901}, "rungs": {"M0_naive_avg": {"nll": 13.115680612463308, "delta_floor": 9.863835702437012, "blimp_acc": 0.5162189054726368, "blimp_delta_vs_ceiling": -0.25582089552238807}, "M1_perm_avg": {"nll": 10.635687721685422, "delta_floor": 7.383842811659125, "blimp_acc": 0.5233830845771145, "blimp_delta_vs_ceiling": -0.24865671641791043}, "M4_perm_repair": {"nll": 10.801402112509173, "delta_floor": 7.549557202482877, "blimp_acc": 0.5362189054726368, "blimp_delta_vs_ceiling": -0.23582089552238805}, "M5_naive_repair": {"nll": 11.471337126192514, "delta_floor": 8.219492216166218, "blimp_acc": 0.5103482587064677, "blimp_delta_vs_ceiling": -0.2616915422885572}}, "secs": 79.18723726272583}
32
  {"set": "set1_repair", "size": "160m", "pair": [6, 8], "floor": 3.2340771102158756, "blimp_ceiling": 0.7754228855721393, "parent_nll": {"a": 3.275653995879709, "b": 3.2340771102158756}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7754228855721393}, "rungs": {"M0_naive_avg": {"nll": 12.442393084561521, "delta_floor": 9.208315974345645, "blimp_acc": 0.5287562189054726, "blimp_delta_vs_ceiling": -0.2466666666666667}, "M1_perm_avg": {"nll": 11.459902649522995, "delta_floor": 8.22582553930712, "blimp_acc": 0.5575124378109453, "blimp_delta_vs_ceiling": -0.21791044776119406}, "M4_perm_repair": {"nll": 12.006676601103841, "delta_floor": 8.772599490887966, "blimp_acc": 0.5153233830845771, "blimp_delta_vs_ceiling": -0.2600995024875622}, "M5_naive_repair": {"nll": 12.411762991530088, "delta_floor": 9.177685881314211, "blimp_acc": 0.511044776119403, "blimp_delta_vs_ceiling": -0.2643781094527363}}, "secs": 73.58480858802795}
33
  {"set": "set1_repair", "size": "160m", "pair": [6, 9], "floor": 3.262358126108427, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.275653995879709, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 14.832281840524095, "delta_floor": 11.569923714415667, "blimp_acc": 0.582089552238806, "blimp_delta_vs_ceiling": -0.20298507462686566}, "M1_perm_avg": {"nll": 10.159396117447407, "delta_floor": 6.89703799133898, "blimp_acc": 0.5467661691542288, "blimp_delta_vs_ceiling": -0.23830845771144282}, "M4_perm_repair": {"nll": 9.69861126505932, "delta_floor": 6.436253138950892, "blimp_acc": 0.5497512437810945, "blimp_delta_vs_ceiling": -0.23532338308457712}, "M5_naive_repair": {"nll": 14.317679746743517, "delta_floor": 11.05532162063509, "blimp_acc": 0.5157213930348259, "blimp_delta_vs_ceiling": -0.26935323383084575}}, "secs": 77.23629832267761}
34
+ {"set": "set1_repair", "size": "160m", "pair": [7, 8], "floor": 3.2340771102158756, "blimp_ceiling": 0.7754228855721393, "parent_nll": {"a": 3.2518449100262963, "b": 3.2340771102158756}, "parent_blimp": {"a": 0.7631840796019901, "b": 0.7754228855721393}, "rungs": {"M0_naive_avg": {"nll": 11.311672024064334, "delta_floor": 8.077594913848458, "blimp_acc": 0.5481592039800995, "blimp_delta_vs_ceiling": -0.2272636815920398}, "M1_perm_avg": {"nll": 9.046402962940313, "delta_floor": 5.812325852724437, "blimp_acc": 0.48517412935323384, "blimp_delta_vs_ceiling": -0.2902487562189055}, "M4_perm_repair": {"nll": 9.199418935757095, "delta_floor": 5.965341825541219, "blimp_acc": 0.5245771144278607, "blimp_delta_vs_ceiling": -0.25084577114427864}, "M5_naive_repair": {"nll": 10.968078732723827, "delta_floor": 7.734001622507951, "blimp_acc": 0.5228855721393035, "blimp_delta_vs_ceiling": -0.2525373134328358}}, "secs": 67.19707489013672}
35
+ {"set": "set1_repair", "size": "160m", "pair": [7, 9], "floor": 3.2518449100262963, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.2518449100262963, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7631840796019901, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 12.994353232784981, "delta_floor": 9.742508322758685, "blimp_acc": 0.5200995024875622, "blimp_delta_vs_ceiling": -0.26497512437810944}, "M1_perm_avg": {"nll": 9.248907817086595, "delta_floor": 5.9970629070602985, "blimp_acc": 0.5492537313432836, "blimp_delta_vs_ceiling": -0.23582089552238805}, "M4_perm_repair": {"nll": 10.822711145807853, "delta_floor": 7.570866235781557, "blimp_acc": 0.5444776119402985, "blimp_delta_vs_ceiling": -0.2405970149253731}, "M5_naive_repair": {"nll": 12.46241381023728, "delta_floor": 9.210568900210983, "blimp_acc": 0.5005970149253731, "blimp_delta_vs_ceiling": -0.2844776119402985}}, "secs": 70.34143877029419}
36
+ {"set": "set1_repair", "size": "160m", "pair": [8, 9], "floor": 3.2340771102158756, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.2340771102158756, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7754228855721393, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 13.341152123975661, "delta_floor": 10.107075013759786, "blimp_acc": 0.529452736318408, "blimp_delta_vs_ceiling": -0.2556218905472637}, "M1_perm_avg": {"nll": 11.544298862524462, "delta_floor": 8.310221752308586, "blimp_acc": 0.5433830845771144, "blimp_delta_vs_ceiling": -0.24169154228855727}, "M4_perm_repair": {"nll": 11.859348005977862, "delta_floor": 8.625270895761986, "blimp_acc": 0.5171144278606965, "blimp_delta_vs_ceiling": -0.26796019900497514}, "M5_naive_repair": {"nll": 13.500183941566782, "delta_floor": 10.266106831350907, "blimp_acc": 0.5187064676616916, "blimp_delta_vs_ceiling": -0.26636815920398005}}, "secs": 109.93075394630432}
results/rung_summary.csv CHANGED
@@ -19,11 +19,11 @@ SET1,pythia-160m,M1_perm_avg,36,10.02288783853742,6.770628947178989,6.4350962181
19
  SET1,pythia-160m,M1_orth_avg,36,9.43924131349886,6.186982422140428,6.223641830414476,5.1328521549351755,36,30.263730213562802
20
  SET1,pythia-160m,M2_task_arith,36,30.847811976576093,27.595553085217666,27.552373180650687,17.881782666111178,0,-205.33294380128154
21
  SET1,pythia-160m,M3_ties,36,61.54713634035592,58.29487744899749,57.96688460557195,49.302846651021284,0,-557.4068020335034
22
- SET1,pythia-410m,M0_naive_avg,14,9.434523058741904,6.450848737330442,6.462185834174209,5.951437196775115,0,0.0
23
- SET1,pythia-410m,M1_perm_avg,14,8.960686010812715,5.9770116894012535,5.866069915632136,5.560742920081131,11,7.098760479108755
24
- SET1,pythia-410m,M1_orth_avg,14,9.007940110172923,6.02426578876146,6.000841154433198,5.444177636272832,12,6.496034462786378
25
- SET1,pythia-410m,M2_task_arith,14,14.18815151943697,11.20447719802551,11.88480659380351,5.276258255870842,1,-73.79511239722994
26
- SET1,pythia-410m,M3_ties,14,13.072520845345844,10.08884652393438,10.229193819945571,9.321808319191334,0,-56.70806178750419
27
  SET4,goldfish eng-nld_Latn,M0_naive_avg,1,1.6997519931043927,1.6892323678609804,1.6892323678609804,1.6892323678609804,0,0.0
28
  SET4,goldfish eng-nld_Latn,M1a_vocab_avg,1,1.866523052069927,1.7633057297477746,1.7633057297477746,1.7633057297477746,0,-4.385030934529799
29
  SET4,goldfish eng-nld_Latn,M1b_vocab_perm_avg,1,1.8689461892935666,1.7661259814597123,1.7661259814597123,1.7661259814597123,0,-4.551985568219941
 
19
  SET1,pythia-160m,M1_orth_avg,36,9.43924131349886,6.186982422140428,6.223641830414476,5.1328521549351755,36,30.263730213562802
20
  SET1,pythia-160m,M2_task_arith,36,30.847811976576093,27.595553085217666,27.552373180650687,17.881782666111178,0,-205.33294380128154
21
  SET1,pythia-160m,M3_ties,36,61.54713634035592,58.29487744899749,57.96688460557195,49.302846651021284,0,-557.4068020335034
22
+ SET1,pythia-410m,M0_naive_avg,15,9.51339803829637,6.529024965303259,6.501884166819552,5.951437196775115,0,0.0
23
+ SET1,pythia-410m,M1_perm_avg,15,8.940158802355132,5.955785729362023,5.823021537248248,5.560742920081131,12,8.343768576396128
24
+ SET1,pythia-410m,M1_orth_avg,15,9.009802572570125,6.025429499577014,6.041149798826851,5.444177636272832,13,7.446207957890576
25
+ SET1,pythia-410m,M2_task_arith,15,14.152233459379755,11.167860386386648,10.687666980721014,5.276258255870842,1,-71.52665791829436
26
+ SET1,pythia-410m,M3_ties,15,13.043874772368993,10.059501699375884,10.165132068452381,9.321808319191334,0,-54.69852547809134
27
  SET4,goldfish eng-nld_Latn,M0_naive_avg,1,1.6997519931043927,1.6892323678609804,1.6892323678609804,1.6892323678609804,0,0.0
28
  SET4,goldfish eng-nld_Latn,M1a_vocab_avg,1,1.866523052069927,1.7633057297477746,1.7633057297477746,1.7633057297477746,0,-4.385030934529799
29
  SET4,goldfish eng-nld_Latn,M1b_vocab_perm_avg,1,1.8689461892935666,1.7661259814597123,1.7661259814597123,1.7661259814597123,0,-4.551985568219941
results/set1_410m.jsonl CHANGED
@@ -9,3 +9,7 @@
9
  {"set": "set1_polypythia", "size": "410m", "pair": [2, 6], "parent_nll": {"a": 2.966551938091161, "b": 2.9941555951361707}, "floor": 2.966551938091161, "corpus": "flores200_devtest_eng_Latn", "metric": "nats_per_token", "align_info": {"perm": {"residual": true, "hidden": 24, "heads": 24, "rejected": []}, "orth": {"residual": true, "hidden": 24, "heads": 24, "rejected": []}}, "predictors": {"weight_cosine": 0.06916573277070893, "weight_cosine_bn": 0.21995655247741347, "d_raw": 1.364620822213107, "qmd_perm": 1.3126072626543692, "coord_share_perm": 0.03811575985949241, "norm_ratio_perm": 1.0000000000000027, "qmd_orth": 1.3025690067952007, "coord_share_orth": 0.04547183687060582, "d_raw_bn_perm": 1.1666755679427225, "qmd_bn_perm": 1.0675317610187258, "coordinate_gap_bn_perm": 0.09914380692399671, "coord_fraction_bn_perm": 0.0849797575677561, "d_raw_bn_orth": 1.1666755679427225, "qmd_bn_orth": 1.0591213579136272, "coordinate_gap_bn_orth": 0.10755421002909538, "coord_fraction_bn_orth": 0.09218861951378046, "bnd_raw": 1.1666755679427225, "bnd_perm": 1.0675317610187258, "bnd_orth": 1.0591213579136272, "coord_share_bnd_perm": 0.0849797575677561, "coord_share_bnd_orth": 0.09218861951378046, "cka_mean": 0.8851315031932487, "cka_last": 0.9087455727032031, "qmd_act_perm": 0.050029406908131846, "aligned_cka_perm": 0.9499705930918682, "qmd_act_procrustes": 0.05002940690812463, "aligned_cka_procrustes": 0.9499705930918754, "qmd_act_ot": 0.049065747891060774, "aligned_cka_ot": 0.9509342521089392, "task_vector_cosine": 0.5092867931841313}, "rungs": {"M0_naive_avg": {"nll": 9.565423317229289, "delta_floor": 6.598871379138128, "delta_vs_naive": 0.0}, "M1_perm_avg": {"nll": 8.702997913099315, "delta_floor": 5.736445975008154, "delta_vs_naive": -0.8624254041299739}, "M1_orth_avg": {"nll": 8.769261150521853, "delta_floor": 5.802709212430692, "delta_vs_naive": -0.7961621667074361}, "M2_task_arith": {"nll": 18.633734278171886, "delta_floor": 15.667182340080725, "delta_vs_naive": 9.068310960942597}, "M3_ties": {"nll": 12.607083613625244, "delta_floor": 9.640531675534083, "delta_vs_naive": 3.041660296395955}}, "barrier_naive": {"barrier": 6.585069550615623, "losses": [2.966551938091161, 7.906100776408595, 9.565423317229289, 7.868643425371005, 2.9941555951361707]}, "barrier_perm": {"barrier": 5.722644027043073, "losses": [2.966551938091161, 7.601864450831703, 8.702997913099315, 7.501403052124103, 2.9941558340213223]}, "secs": 643.9915955066681}
10
  {"set": "set1_polypythia", "size": "410m", "pair": [3, 4], "parent_nll": {"a": 3.1001702773361055, "b": 3.4470986442789875}, "floor": 3.1001702773361055, "corpus": "flores200_devtest_eng_Latn", "metric": "nats_per_token", "align_info": {"perm": {"residual": true, "hidden": 24, "heads": 24, "rejected": []}, "orth": {"residual": true, "hidden": 24, "heads": 24, "rejected": []}}, "predictors": {"weight_cosine": 0.2807499114871269, "weight_cosine_bn": 0.22349731077744778, "d_raw": 1.2012047300264106, "qmd_perm": 1.1736906068473096, "coord_share_perm": 0.022905440256213452, "norm_ratio_perm": 0.9999999999999993, "qmd_orth": 1.118810047887286, "coord_share_orth": 0.06859337137085117, "d_raw_bn_perm": 1.7997024700847444, "qmd_bn_perm": 1.784304854202732, "coordinate_gap_bn_perm": 0.015397615882012383, "coord_fraction_bn_perm": 0.0085556452457874, "d_raw_bn_orth": 1.7997024700847444, "qmd_bn_orth": 1.764413744864214, "coordinate_gap_bn_orth": 0.03528872522053028, "coord_fraction_bn_orth": 0.019608088451903167, "bnd_raw": 1.7997024700847444, "bnd_perm": 1.784304854202732, "bnd_orth": 1.764413744864214, "coord_share_bnd_perm": 0.0085556452457874, "coord_share_bnd_orth": 0.019608088451903167, "cka_mean": 0.3379687934263121, "cka_last": 0.8887944916310793, "qmd_act_perm": 0.8504910751073562, "aligned_cka_perm": 0.14950892489264384, "qmd_act_procrustes": 0.850491075107356, "aligned_cka_procrustes": 0.14950892489264397, "qmd_act_ot": 0.8475781570744896, "aligned_cka_ot": 0.15242184292551048, "task_vector_cosine": 0.89375493214451}, "rungs": {"M0_naive_avg": {"nll": 9.05160747411122, "delta_floor": 5.951437196775115, "delta_vs_naive": 0.0}, "M1_perm_avg": {"nll": 9.562049940374266, "delta_floor": 6.46187966303816, "delta_vs_naive": 0.5104424662630453}, "M1_orth_avg": {"nll": 8.758838750611545, "delta_floor": 5.65866847327544, "delta_vs_naive": -0.292768723499675}, "M2_task_arith": {"nll": 8.376428533206948, "delta_floor": 5.276258255870842, "delta_vs_naive": -0.6751789409042726}, "M3_ties": {"nll": 13.493216617233365, "delta_floor": 10.39304633989726, "delta_vs_naive": 4.441609143122145}}, "barrier_naive": {"barrier": 5.929845144293001, "losses": [3.1001702773361055, 7.2639416559646115, 9.05160747411122, 9.290211696836268, 3.4470986442789875]}, "barrier_perm": {"barrier": 6.288415479566719, "losses": [3.1001702773361055, 6.8760421762883235, 9.562049940374266, 8.975271246126875, 3.4470986442789875]}, "secs": 481.69907999038696}
11
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9
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10
  {"set": "set1_polypythia", "size": "410m", "pair": [3, 4], "parent_nll": {"a": 3.1001702773361055, "b": 3.4470986442789875}, "floor": 3.1001702773361055, "corpus": "flores200_devtest_eng_Latn", "metric": "nats_per_token", "align_info": {"perm": {"residual": true, "hidden": 24, "heads": 24, "rejected": []}, "orth": {"residual": true, "hidden": 24, "heads": 24, "rejected": []}}, "predictors": {"weight_cosine": 0.2807499114871269, "weight_cosine_bn": 0.22349731077744778, "d_raw": 1.2012047300264106, "qmd_perm": 1.1736906068473096, "coord_share_perm": 0.022905440256213452, "norm_ratio_perm": 0.9999999999999993, "qmd_orth": 1.118810047887286, "coord_share_orth": 0.06859337137085117, "d_raw_bn_perm": 1.7997024700847444, "qmd_bn_perm": 1.784304854202732, "coordinate_gap_bn_perm": 0.015397615882012383, "coord_fraction_bn_perm": 0.0085556452457874, "d_raw_bn_orth": 1.7997024700847444, "qmd_bn_orth": 1.764413744864214, "coordinate_gap_bn_orth": 0.03528872522053028, "coord_fraction_bn_orth": 0.019608088451903167, "bnd_raw": 1.7997024700847444, "bnd_perm": 1.784304854202732, "bnd_orth": 1.764413744864214, "coord_share_bnd_perm": 0.0085556452457874, "coord_share_bnd_orth": 0.019608088451903167, "cka_mean": 0.3379687934263121, "cka_last": 0.8887944916310793, "qmd_act_perm": 0.8504910751073562, "aligned_cka_perm": 0.14950892489264384, "qmd_act_procrustes": 0.850491075107356, "aligned_cka_procrustes": 0.14950892489264397, "qmd_act_ot": 0.8475781570744896, "aligned_cka_ot": 0.15242184292551048, "task_vector_cosine": 0.89375493214451}, "rungs": {"M0_naive_avg": {"nll": 9.05160747411122, "delta_floor": 5.951437196775115, "delta_vs_naive": 0.0}, "M1_perm_avg": {"nll": 9.562049940374266, "delta_floor": 6.46187966303816, "delta_vs_naive": 0.5104424662630453}, "M1_orth_avg": {"nll": 8.758838750611545, "delta_floor": 5.65866847327544, "delta_vs_naive": -0.292768723499675}, "M2_task_arith": {"nll": 8.376428533206948, "delta_floor": 5.276258255870842, "delta_vs_naive": -0.6751789409042726}, "M3_ties": {"nll": 13.493216617233365, "delta_floor": 10.39304633989726, "delta_vs_naive": 4.441609143122145}}, "barrier_naive": {"barrier": 5.929845144293001, "losses": [3.1001702773361055, 7.2639416559646115, 9.05160747411122, 9.290211696836268, 3.4470986442789875]}, "barrier_perm": {"barrier": 6.288415479566719, "losses": [3.1001702773361055, 6.8760421762883235, 9.562049940374266, 8.975271246126875, 3.4470986442789875]}, "secs": 481.69907999038696}
11
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12
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13
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14
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15
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results/set1_pairs.csv CHANGED
@@ -118,6 +118,10 @@ SET1_polypythia,pythia-410m,410m,2-5,2,5,2.966551938091161,6.709219119475701,5.4
118
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120
  SET1_polypythia,pythia-410m,410m,3-5,3,5,2.9838060551971215,6.66240981289241,5.823021537248248,M1_perm_avg,0.8393882756441613,0.12598868866034982,9.64621586808953,6.66240981289241,8.80682759244537,5.823021537248248,9.024955854023972,6.041149798826851,13.671473035918135,10.687666980721014,12.986445656494618,10.002639601297497,6.604227701822917,5.792108644011435,0.1193868004653063,0.20887186796915172,1.676081693099082,1.6679865678898131,0.004829791556461067,0.9999999999999997,1.6574911610964704,0.011091662225746082,1.7605044537226924,1.729784889941451,0.03071956378124141,0.017449296260672927,1.7605044537226924,1.715317569700494,0.04518688402219828,0.02566700920673498,1.7605044537226924,1.729784889941451,1.715317569700494,0.017449296260672927,0.02566700920673498,0.7864736547542495,0.8927451596005689,0.0013152835156776677,0.9986847164843223,0.001315283515679666,0.9986847164843203,0.002210940602946021,0.997789059397054,0.6306158104332591,24,24,1
 
 
 
 
121
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@@ -154,6 +158,3 @@ SET1_polypythia,pythia-70m,70m,6-9,6,9,3.631728518810135,16.430689941724765,9.04
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  SET1_polypythia,pythia-70m,70m,7-8,7,8,3.6366048814110403,22.94067096150318,7.189522720207519,M1_orth_avg,15.751148241295661,0.6866036424012061,26.577275842914222,22.94067096150318,11.196601205764841,7.559996324353801,10.826127601618559,7.189522720207519,99.52662773157208,95.89002285016103,168.91501549249836,165.2784106110873,22.93331950984589,7.552646584706764,0.050997599795640995,0.2021025785262535,1.3783390918902083,1.2739011932286661,0.07577083119533345,1.0000000000000007,1.2892946575095274,0.06460270546238975,1.195081297909044,1.0879032252432266,0.10717807266581736,0.0896826624710301,1.195081297909044,1.0490014332119622,0.14607986469708178,0.12223424879350737,1.195081297909044,1.0879032252432266,1.0490014332119622,0.0896826624710301,0.12223424879350737,0.8622754448136462,0.7826939580676212,0.08430709663430969,0.9156929033656903,0.08430709663430835,0.9156929033656916,0.0686139208329587,0.9313860791670413,0.5479097840215689,6,6,1
155
  SET1_polypythia,pythia-70m,70m,7-9,7,9,3.631728518810135,18.61637951078869,7.041663242646159,M1_perm_avg,11.57471626814253,0.6217490496170146,22.248108029598825,18.61637951078869,10.673391761456294,7.041663242646159,14.283389136904763,10.651660618094628,96.22974763535551,92.59801911654537,156.36456804468364,152.7328395258735,18.60658987783095,7.0318754809554385,0.04863949587011176,0.19046681259249384,1.3794879332973322,1.3068144069986487,0.052681523733937294,1.0000000000000024,1.2570374083266864,0.08876520193834347,1.2010867317220326,1.0718377203589586,0.12924901136307398,0.1076100567506611,1.2010867317220326,1.0632100792639636,0.13787665245806902,0.11479325249092652,1.2010867317220326,1.0718377203589586,1.0632100792639636,0.1076100567506611,0.11479325249092652,0.6317034921464805,0.7721638524956678,0.6428467432067481,0.35715325679325194,0.6428467432067482,0.35715325679325177,0.6503441025969965,0.3496558974030035,0.547966688025233,6,0,1
156
  SET1_polypythia,pythia-70m,70m,8-9,8,9,3.631728518810135,23.211640539001344,7.333266843632787,M1_perm_avg,15.878373695368557,0.6840694292455947,26.84336905781148,23.211640539001344,10.964995362442922,7.333266843632787,12.58635061205561,8.954622093245474,93.61738115622961,89.98565263741948,153.05546722113502,149.4237387023249,23.209202357700892,7.330827866048495,-0.01701731389289497,0.18116254416912528,1.4264379475826996,1.2682465843688688,0.11089957574523894,1.0000000000000018,1.2862945451097594,0.0982471075663915,1.211153521585096,1.1101678643388733,0.10098565724622266,0.08337973299541564,1.211153521585096,1.0658534217597864,0.14530009982530956,0.11996835845809886,1.211153521585096,1.1101678643388733,1.0658534217597864,0.08337973299541564,0.11996835845809886,0.6410276021855338,0.7876314453326478,0.6300119448619816,0.3699880551380183,0.6300119448619816,0.3699880551380183,0.651777351333674,0.3482226486663261,0.5161361277534802,6,6,1
157
- SET1_polypythia,pythia-410m,410m,4-5,4,5,2.9838060551971215,6.044921636114848,6.2239654202595,M1_perm_avg,-0.1790437841446515,-0.02961887596275364,9.02872769131197,6.044921636114848,9.207771475456621,6.2239654202595,9.274581919133235,6.290775863936114,10.693266687561154,7.709460632364033,13.294940667298597,10.311134612101476,6.165891325092751,5.992319284975334,0.1128238002623178,0.22513532148864776,1.7267302126654394,1.7201229093364616,0.0038264827246976153,0.999999999999998,1.7118748736751683,0.008603161560102561,3.674257785473239,3.665003814373194,0.009253971100045,0.0025185960377173433,3.674257785473239,3.6577213076821002,0.016536477791138537,0.004500630809443509,3.674257785473239,3.665003814373194,3.6577213076821002,0.0025185960377173433,0.004500630809443509,0.32804021097280933,0.8508198363359261,0.8556919054344057,0.14430809456559437,0.8556919054344059,0.14430809456559415,0.8440715001092414,0.15592849989075863,0.6330878058010952,24,24,1
158
- SET1_polypythia,pythia-410m,410m,4-6,4,6,2.9941555951361707,6.510865452238258,6.6494411361505215,M1_orth_avg,-0.13857568391226316,-0.02128375788576995,9.505021047374429,6.510865452238258,9.759864364196021,6.7657087690598505,9.643596731286692,6.6494411361505215,11.914558425574853,8.920402830438682,13.933378434849967,10.939222839713796,7.0465059821619676,6.5392375630019774,0.13208403513117548,0.22400800365540904,1.6257367163068805,1.6175686211417373,0.0050242422916414176,1.0000000000000024,1.6077656818530925,0.01105408660180356,3.5923064648029985,3.582406361790557,0.009900103012441708,0.002755918268511266,3.5923064648029985,3.5762861275428257,0.016020337260172823,0.004459624315781024,3.5923064648029985,3.582406361790557,3.5762861275428257,0.002755918268511266,0.004459624315781024,0.6004199830016228,0.8451289272710756,0.26577819376366874,0.7342218062363313,0.2657781937636684,0.7342218062363316,0.2870918236945902,0.7129081763054098,0.6796163975055732,24,24,1
159
- SET1_polypythia,pythia-410m,410m,5-6,5,6,2.9838060551971215,6.2838354539964545,5.909118294016023,M1_perm_avg,0.3747171599804311,0.05963191791441879,9.267641509193576,6.2838354539964545,8.892924349213144,5.909118294016023,9.044541251325017,6.0607351961278955,16.892477474722767,13.908671419525646,12.305614374388455,9.321808319191334,6.27866068402693,5.90394316571877,0.06875949872101057,0.21644653739512984,1.3709288286150396,1.3226898336211084,0.03518708921065142,1.0000000000000042,1.3219831400169375,0.03570257447102397,1.1685617425665693,1.0838233700238462,0.0847383725427231,0.07251510079100147,1.1685617425665693,1.0609269734917142,0.10763476907485514,0.09210875656296229,1.1685617425665693,1.0838233700238462,1.0609269734917142,0.07251510079100147,0.09210875656296229,0.4886045988178357,0.9239769985088346,0.7904735484131935,0.20952645158680647,0.7904735484131937,0.20952645158680627,0.666266973429068,0.333733026570932,0.48680403118117455,24,24,1
 
118
  SET1_polypythia,pythia-410m,410m,2-6,2,6,2.966551938091161,6.598871379138128,5.736445975008154,M1_perm_avg,0.8624254041299739,0.1306928646702331,9.565423317229289,6.598871379138128,8.702997913099315,5.736445975008154,8.769261150521853,5.802709212430692,18.633734278171886,15.667182340080725,12.607083613625244,9.640531675534083,6.585069550615623,5.722644027043073,0.06916573277070893,0.21995655247741347,1.364620822213107,1.3126072626543692,0.03811575985949241,1.0000000000000027,1.3025690067952007,0.04547183687060582,1.1666755679427225,1.0675317610187258,0.09914380692399671,0.0849797575677561,1.1666755679427225,1.0591213579136272,0.10755421002909538,0.09218861951378046,1.1666755679427225,1.0675317610187258,1.0591213579136272,0.0849797575677561,0.09218861951378046,0.8851315031932487,0.9087455727032031,0.050029406908131846,0.9499705930918682,0.05002940690812463,0.9499705930918754,0.049065747891060774,0.9509342521089392,0.5092867931841313,24,24,1
119
  SET1_polypythia,pythia-410m,410m,3-4,3,4,3.1001702773361055,5.951437196775115,5.65866847327544,M1_orth_avg,0.292768723499675,0.049192945135725634,9.05160747411122,5.951437196775115,9.562049940374266,6.46187966303816,8.758838750611545,5.65866847327544,8.376428533206948,5.276258255870842,13.493216617233365,10.39304633989726,5.929845144293001,6.288415479566719,0.2807499114871269,0.22349731077744778,1.2012047300264106,1.1736906068473096,0.022905440256213452,0.9999999999999993,1.118810047887286,0.06859337137085117,1.7997024700847444,1.784304854202732,0.015397615882012383,0.0085556452457874,1.7997024700847444,1.764413744864214,0.03528872522053028,0.019608088451903167,1.7997024700847444,1.784304854202732,1.764413744864214,0.0085556452457874,0.019608088451903167,0.3379687934263121,0.8887944916310793,0.8504910751073562,0.14950892489264384,0.850491075107356,0.14950892489264397,0.8475781570744896,0.15242184292551048,0.89375493214451,24,24,1
120
  SET1_polypythia,pythia-410m,410m,3-5,3,5,2.9838060551971215,6.66240981289241,5.823021537248248,M1_perm_avg,0.8393882756441613,0.12598868866034982,9.64621586808953,6.66240981289241,8.80682759244537,5.823021537248248,9.024955854023972,6.041149798826851,13.671473035918135,10.687666980721014,12.986445656494618,10.002639601297497,6.604227701822917,5.792108644011435,0.1193868004653063,0.20887186796915172,1.676081693099082,1.6679865678898131,0.004829791556461067,0.9999999999999997,1.6574911610964704,0.011091662225746082,1.7605044537226924,1.729784889941451,0.03071956378124141,0.017449296260672927,1.7605044537226924,1.715317569700494,0.04518688402219828,0.02566700920673498,1.7605044537226924,1.729784889941451,1.715317569700494,0.017449296260672927,0.02566700920673498,0.7864736547542495,0.8927451596005689,0.0013152835156776677,0.9986847164843223,0.001315283515679666,0.9986847164843203,0.002210940602946021,0.997789059397054,0.6306158104332591,24,24,1
121
+ SET1_polypythia,pythia-410m,410m,3-6,3,6,2.9941555951361707,7.623492156922701,5.658622288812786,M1_perm_avg,1.9648698681099148,0.25773881938419335,10.617647752058872,7.623492156922701,8.652777883948957,5.658622288812786,9.035877046130953,6.041721450994782,13.649380618578768,10.655225023442597,12.642829750693085,9.648674155556915,7.570484815822734,5.605615345854739,0.1419573438056252,0.223864621653571,1.5778919393505897,1.5672643188727513,0.006735328454882897,1.0000000000000029,1.5548044642195937,0.014631848072243802,1.7359686619057608,1.7138299719519605,0.022138689953800306,0.01275293180090951,1.7359686619057608,1.6985442067860699,0.03742445511969095,0.021558255019768657,1.7359686619057608,1.7138299719519605,1.6985442067860699,0.01275293180090951,0.021558255019768657,0.2855534044598928,0.8829887536399958,0.7884825598171501,0.2115174401828499,0.7884825598171503,0.21151744018284963,0.6663767605875239,0.33362323941247607,0.6777125405647323,24,24,1
122
+ SET1_polypythia,pythia-410m,410m,4-5,4,5,2.9838060551971215,6.044921636114848,6.2239654202595,M1_perm_avg,-0.1790437841446515,-0.02961887596275364,9.02872769131197,6.044921636114848,9.207771475456621,6.2239654202595,9.274581919133235,6.290775863936114,10.693266687561154,7.709460632364033,13.294940667298597,10.311134612101476,6.165891325092751,5.992319284975334,0.1128238002623178,0.22513532148864776,1.7267302126654394,1.7201229093364616,0.0038264827246976153,0.999999999999998,1.7118748736751683,0.008603161560102561,3.674257785473239,3.665003814373194,0.009253971100045,0.0025185960377173433,3.674257785473239,3.6577213076821002,0.016536477791138537,0.004500630809443509,3.674257785473239,3.665003814373194,3.6577213076821002,0.0025185960377173433,0.004500630809443509,0.32804021097280933,0.8508198363359261,0.8556919054344057,0.14430809456559437,0.8556919054344059,0.14430809456559415,0.8440715001092414,0.15592849989075863,0.6330878058010952,24,24,1
123
+ SET1_polypythia,pythia-410m,410m,4-6,4,6,2.9941555951361707,6.510865452238258,6.6494411361505215,M1_orth_avg,-0.13857568391226316,-0.02128375788576995,9.505021047374429,6.510865452238258,9.759864364196021,6.7657087690598505,9.643596731286692,6.6494411361505215,11.914558425574853,8.920402830438682,13.933378434849967,10.939222839713796,7.0465059821619676,6.5392375630019774,0.13208403513117548,0.22400800365540904,1.6257367163068805,1.6175686211417373,0.0050242422916414176,1.0000000000000024,1.6077656818530925,0.01105408660180356,3.5923064648029985,3.582406361790557,0.009900103012441708,0.002755918268511266,3.5923064648029985,3.5762861275428257,0.016020337260172823,0.004459624315781024,3.5923064648029985,3.582406361790557,3.5762861275428257,0.002755918268511266,0.004459624315781024,0.6004199830016228,0.8451289272710756,0.26577819376366874,0.7342218062363313,0.2657781937636684,0.7342218062363316,0.2870918236945902,0.7129081763054098,0.6796163975055732,24,24,1
124
+ SET1_polypythia,pythia-410m,410m,5-6,5,6,2.9838060551971215,6.2838354539964545,5.909118294016023,M1_perm_avg,0.3747171599804311,0.05963191791441879,9.267641509193576,6.2838354539964545,8.892924349213144,5.909118294016023,9.044541251325017,6.0607351961278955,16.892477474722767,13.908671419525646,12.305614374388455,9.321808319191334,6.27866068402693,5.90394316571877,0.06875949872101057,0.21644653739512984,1.3709288286150396,1.3226898336211084,0.03518708921065142,1.0000000000000042,1.3219831400169375,0.03570257447102397,1.1685617425665693,1.0838233700238462,0.0847383725427231,0.07251510079100147,1.1685617425665693,1.0609269734917142,0.10763476907485514,0.09210875656296229,1.1685617425665693,1.0838233700238462,1.0609269734917142,0.07251510079100147,0.09210875656296229,0.4886045988178357,0.9239769985088346,0.7904735484131935,0.20952645158680647,0.7904735484131937,0.20952645158680627,0.666266973429068,0.333733026570932,0.48680403118117455,24,24,1
125
  SET1_polypythia,pythia-70m,70m,1-2,1,2,3.578833135217914,16.51484870288548,13.274780591951034,M1_orth_avg,3.2400681109344465,0.19619120763536518,20.093681838103393,16.51484870288548,19.618441806303,16.039608671085087,16.85361372716895,13.274780591951034,87.56473469096542,83.9859015557475,142.38916238584474,138.81032925062684,16.476801385151663,16.00156278666218,0.04497789766236219,0.21806951294232627,1.387215504551704,1.3279701097939447,0.04270814056169683,1.0000000000000009,1.3228835268970793,0.04637489809156538,1.1932036557173302,1.1206064765909887,0.07259717912634156,0.06084223659430341,1.1932036557173302,1.0562240011424613,0.13697965457486894,0.11479989515496372,1.1932036557173302,1.1206064765909887,1.0562240011424613,0.06084223659430341,0.11479989515496372,0.5172392251274267,0.7703912300771492,0.9650991431514635,0.03490085684853653,0.9650991431514635,0.03490085684853654,0.9614862646023198,0.03851373539768019,0.5336933143160137,6,6,1
126
  SET1_polypythia,pythia-70m,70m,1-3,1,3,3.578833135217914,20.71179135516043,10.563843091951036,M1_orth_avg,10.147948263209393,0.4899599503101884,24.29062449037834,20.71179135516043,27.663672639432484,24.08483950421457,14.14267622716895,10.563843091951036,84.06302236219831,80.48418922698039,124.66854717058057,121.08971403536265,20.685701871649236,24.058752489183277,-0.03963725521855644,0.1960134587844177,1.4475533367870448,1.3379341616984488,0.07572720970123568,0.9999999999999999,1.307247158076424,0.09692643106473788,1.2118348278280333,1.1427831521553735,0.0690516756726598,0.05698109518474629,1.2118348278280333,1.0763403649770777,0.13549446285095557,0.11180934871611319,1.2118348278280333,1.1427831521553735,1.0763403649770777,0.05698109518474629,0.11180934871611319,0.5346528047650446,0.7809718654448193,0.9051293370412379,0.09487066295876209,0.9051293370412379,0.09487066295876208,0.930894116581892,0.06910588341810799,0.48330722438050994,6,6,1
127
  SET1_polypythia,pythia-70m,70m,1-4,1,4,3.578833135217914,27.890989618369822,13.275441826050839,M1_orth_avg,14.615547792318983,0.5240239945696569,31.469822753587735,27.890989618369822,34.52885860037508,30.950025465157168,16.854274961268754,13.275441826050839,95.8927985363666,92.31396540114868,136.30908043868232,132.7302473034644,27.8399529603285,30.898992669092465,0.04355576957983617,0.17713822481673977,1.3940391987417349,1.3549455544588296,0.0280434325793646,0.9999999999999996,1.3368282505776277,0.04103969832107019,1.2372319633224234,1.1658744835860315,0.07135747973639184,0.05767510204373538,1.2372319633224234,1.1101203702159828,0.1271115931064406,0.10273869159110566,1.2372319633224234,1.1658744835860315,1.1101203702159828,0.05767510204373538,0.10273869159110566,0.5033392721168221,0.760755588678183,0.9580342341608327,0.04196576583916734,0.9580342341608327,0.041965765839167384,0.9705700834471602,0.029429916552839816,0.528244572757333,6,6,1
 
158
  SET1_polypythia,pythia-70m,70m,7-8,7,8,3.6366048814110403,22.94067096150318,7.189522720207519,M1_orth_avg,15.751148241295661,0.6866036424012061,26.577275842914222,22.94067096150318,11.196601205764841,7.559996324353801,10.826127601618559,7.189522720207519,99.52662773157208,95.89002285016103,168.91501549249836,165.2784106110873,22.93331950984589,7.552646584706764,0.050997599795640995,0.2021025785262535,1.3783390918902083,1.2739011932286661,0.07577083119533345,1.0000000000000007,1.2892946575095274,0.06460270546238975,1.195081297909044,1.0879032252432266,0.10717807266581736,0.0896826624710301,1.195081297909044,1.0490014332119622,0.14607986469708178,0.12223424879350737,1.195081297909044,1.0879032252432266,1.0490014332119622,0.0896826624710301,0.12223424879350737,0.8622754448136462,0.7826939580676212,0.08430709663430969,0.9156929033656903,0.08430709663430835,0.9156929033656916,0.0686139208329587,0.9313860791670413,0.5479097840215689,6,6,1
159
  SET1_polypythia,pythia-70m,70m,7-9,7,9,3.631728518810135,18.61637951078869,7.041663242646159,M1_perm_avg,11.57471626814253,0.6217490496170146,22.248108029598825,18.61637951078869,10.673391761456294,7.041663242646159,14.283389136904763,10.651660618094628,96.22974763535551,92.59801911654537,156.36456804468364,152.7328395258735,18.60658987783095,7.0318754809554385,0.04863949587011176,0.19046681259249384,1.3794879332973322,1.3068144069986487,0.052681523733937294,1.0000000000000024,1.2570374083266864,0.08876520193834347,1.2010867317220326,1.0718377203589586,0.12924901136307398,0.1076100567506611,1.2010867317220326,1.0632100792639636,0.13787665245806902,0.11479325249092652,1.2010867317220326,1.0718377203589586,1.0632100792639636,0.1076100567506611,0.11479325249092652,0.6317034921464805,0.7721638524956678,0.6428467432067481,0.35715325679325194,0.6428467432067482,0.35715325679325177,0.6503441025969965,0.3496558974030035,0.547966688025233,6,0,1
160
  SET1_polypythia,pythia-70m,70m,8-9,8,9,3.631728518810135,23.211640539001344,7.333266843632787,M1_perm_avg,15.878373695368557,0.6840694292455947,26.84336905781148,23.211640539001344,10.964995362442922,7.333266843632787,12.58635061205561,8.954622093245474,93.61738115622961,89.98565263741948,153.05546722113502,149.4237387023249,23.209202357700892,7.330827866048495,-0.01701731389289497,0.18116254416912528,1.4264379475826996,1.2682465843688688,0.11089957574523894,1.0000000000000018,1.2862945451097594,0.0982471075663915,1.211153521585096,1.1101678643388733,0.10098565724622266,0.08337973299541564,1.211153521585096,1.0658534217597864,0.14530009982530956,0.11996835845809886,1.211153521585096,1.1101678643388733,1.0658534217597864,0.08337973299541564,0.11996835845809886,0.6410276021855338,0.7876314453326478,0.6300119448619816,0.3699880551380183,0.6300119448619816,0.3699880551380183,0.651777351333674,0.3482226486663261,0.5161361277534802,6,6,1
 
 
 
results/slerp_160m.jsonl ADDED
@@ -0,0 +1,36 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
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7
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11
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15
+ {"set": "set1_slerp", "size": "160m", "pair": [2, 9], "floor": 3.253024047134907, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.253024047134907, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7677611940298508, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 12.326898324746209, "delta_floor": 9.073874277611301, "blimp_acc": 0.532636815920398, "blimp_delta_vs_ceiling": -0.2524378109452736}, "M1_perm_avg": {"nll": 11.549685006039017, "delta_floor": 8.29666095890411, "blimp_acc": 0.5597014925373134, "blimp_delta_vs_ceiling": -0.22537313432835826}, "M6_slerp": {"nll": 18.580692059839777, "delta_floor": 15.32766801270487, "blimp_acc": 0.5356218905472637, "blimp_delta_vs_ceiling": -0.24945273631840792}, "M7_perm_slerp": {"nll": 18.072606752996574, "delta_floor": 14.819582705861666, "blimp_acc": 0.5469651741293532, "blimp_delta_vs_ceiling": -0.23810945273631845}}, "secs": 58.093034744262695}
16
+ {"set": "set1_slerp", "size": "160m", "pair": [3, 4], "floor": 3.261711045953859, "blimp_ceiling": 0.7707462686567165, "parent_nll": {"a": 3.261711045953859, "b": 3.2741362390686155}, "parent_blimp": {"a": 0.7707462686567165, "b": 0.7646766169154229}, "rungs": {"M0_naive_avg": {"nll": 13.524308714148116, "delta_floor": 10.262597668194257, "blimp_acc": 0.5108457711442786, "blimp_delta_vs_ceiling": -0.2599004975124378}, "M1_perm_avg": {"nll": 8.758279759356654, "delta_floor": 5.4965687134027945, "blimp_acc": 0.534228855721393, "blimp_delta_vs_ceiling": -0.23651741293532347}, "M6_slerp": {"nll": 18.50068512261497, "delta_floor": 15.238974076661112, "blimp_acc": 0.5075621890547264, "blimp_delta_vs_ceiling": -0.2631840796019901}, "M7_perm_slerp": {"nll": 10.385978206029844, "delta_floor": 7.124267160075984, "blimp_acc": 0.5397014925373135, "blimp_delta_vs_ceiling": -0.231044776119403}}, "secs": 59.112038373947144}
17
+ {"set": "set1_slerp", "size": "160m", "pair": [3, 5], "floor": 3.2556908415255013, "blimp_ceiling": 0.7707462686567165, "parent_nll": {"a": 3.261711045953859, "b": 3.2556908415255013}, "parent_blimp": {"a": 0.7707462686567165, "b": 0.767363184079602}, "rungs": {"M0_naive_avg": {"nll": 11.53639701947774, "delta_floor": 8.280706177952238, "blimp_acc": 0.5327363184079602, "blimp_delta_vs_ceiling": -0.23800995024875626}, "M1_perm_avg": {"nll": 9.281429402748898, "delta_floor": 6.025738561223397, "blimp_acc": 0.5580099502487562, "blimp_delta_vs_ceiling": -0.21273631840796026}, "M6_slerp": {"nll": 15.859819326382095, "delta_floor": 12.604128484856593, "blimp_acc": 0.5282587064676617, "blimp_delta_vs_ceiling": -0.24248756218905476}, "M7_perm_slerp": {"nll": 11.367517161509296, "delta_floor": 8.111826319983795, "blimp_acc": 0.5343283582089552, "blimp_delta_vs_ceiling": -0.23641791044776128}}, "secs": 61.025850772857666}
18
+ {"set": "set1_slerp", "size": "160m", "pair": [3, 6], "floor": 3.261711045953859, "blimp_ceiling": 0.7720398009950249, "parent_nll": {"a": 3.261711045953859, "b": 3.275653995879709}, "parent_blimp": {"a": 0.7707462686567165, "b": 0.7720398009950249}, "rungs": {"M0_naive_avg": {"nll": 14.070523196703768, "delta_floor": 10.808812150749908, "blimp_acc": 0.5181094527363184, "blimp_delta_vs_ceiling": -0.25393034825870653}, "M1_perm_avg": {"nll": 9.14724689640411, "delta_floor": 5.88553585045025, "blimp_acc": 0.5275621890547264, "blimp_delta_vs_ceiling": -0.2444776119402985}, "M6_slerp": {"nll": 19.211456836319716, "delta_floor": 15.949745790365856, "blimp_acc": 0.5230845771144279, "blimp_delta_vs_ceiling": -0.248955223880597}, "M7_perm_slerp": {"nll": 9.720835945144325, "delta_floor": 6.459124899190465, "blimp_acc": 0.5214925373134328, "blimp_delta_vs_ceiling": -0.2505472636815921}}, "secs": 67.33171153068542}
19
+ {"set": "set1_slerp", "size": "160m", "pair": [3, 7], "floor": 3.2518449100262963, "blimp_ceiling": 0.7707462686567165, "parent_nll": {"a": 3.261711045953859, "b": 3.2518449100262963}, "parent_blimp": {"a": 0.7707462686567165, "b": 0.7631840796019901}, "rungs": {"M0_naive_avg": {"nll": 11.573585704348092, "delta_floor": 8.321740794321796, "blimp_acc": 0.517910447761194, "blimp_delta_vs_ceiling": -0.2528358208955225}, "M1_perm_avg": {"nll": 9.828318019202545, "delta_floor": 6.5764731091762485, "blimp_acc": 0.5290547263681592, "blimp_delta_vs_ceiling": -0.24169154228855727}, "M6_slerp": {"nll": 14.932657081320327, "delta_floor": 11.680812171294031, "blimp_acc": 0.49850746268656715, "blimp_delta_vs_ceiling": -0.2722388059701493}, "M7_perm_slerp": {"nll": 12.724802633087696, "delta_floor": 9.4729577230614, "blimp_acc": 0.5562189054726369, "blimp_delta_vs_ceiling": -0.2145273631840796}}, "secs": 76.6879472732544}
20
+ {"set": "set1_slerp", "size": "160m", "pair": [3, 8], "floor": 3.2340771102158756, "blimp_ceiling": 0.7754228855721393, "parent_nll": {"a": 3.261711045953859, "b": 3.2340771102158756}, "parent_blimp": {"a": 0.7707462686567165, "b": 0.7754228855721393}, "rungs": {"M0_naive_avg": {"nll": 12.215325581350905, "delta_floor": 8.981248471135029, "blimp_acc": 0.5337313432835821, "blimp_delta_vs_ceiling": -0.24169154228855727}, "M1_perm_avg": {"nll": 10.74616971547823, "delta_floor": 7.512092605262354, "blimp_acc": 0.5445771144278607, "blimp_delta_vs_ceiling": -0.23084577114427862}, "M6_slerp": {"nll": 16.49560690206091, "delta_floor": 13.261529791845035, "blimp_acc": 0.521592039800995, "blimp_delta_vs_ceiling": -0.25383084577114434}, "M7_perm_slerp": {"nll": 13.72692297769386, "delta_floor": 10.492845867477985, "blimp_acc": 0.5374129353233831, "blimp_delta_vs_ceiling": -0.23800995024875626}}, "secs": 72.5626003742218}
21
+ {"set": "set1_slerp", "size": "160m", "pair": [3, 9], "floor": 3.261711045953859, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.261711045953859, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7707462686567165, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 12.877441884020303, "delta_floor": 9.615730838066444, "blimp_acc": 0.5154228855721393, "blimp_delta_vs_ceiling": -0.2696517412935323}, "M1_perm_avg": {"nll": 9.736212026816291, "delta_floor": 6.474500980862432, "blimp_acc": 0.5339303482587064, "blimp_delta_vs_ceiling": -0.2511442786069652}, "M6_slerp": {"nll": 19.270382636680527, "delta_floor": 16.008671590726667, "blimp_acc": 0.533134328358209, "blimp_delta_vs_ceiling": -0.2519402985074627}, "M7_perm_slerp": {"nll": 10.418920468444227, "delta_floor": 7.157209422490368, "blimp_acc": 0.5300497512437811, "blimp_delta_vs_ceiling": -0.2550248756218906}}, "secs": 58.705074310302734}
22
+ {"set": "set1_slerp", "size": "160m", "pair": [4, 5], "floor": 3.2556908415255013, "blimp_ceiling": 0.767363184079602, "parent_nll": {"a": 3.2741362390686155, "b": 3.2556908415255013}, "parent_blimp": {"a": 0.7646766169154229, "b": 0.767363184079602}, "rungs": {"M0_naive_avg": {"nll": 11.497138633653377, "delta_floor": 8.241447792127875, "blimp_acc": 0.5421890547263681, "blimp_delta_vs_ceiling": -0.2251741293532339}, "M1_perm_avg": {"nll": 9.517108715676981, "delta_floor": 6.26141787415148, "blimp_acc": 0.5349253731343283, "blimp_delta_vs_ceiling": -0.23243781094527372}, "M6_slerp": {"nll": 16.359148536876223, "delta_floor": 13.103457695350722, "blimp_acc": 0.5405970149253732, "blimp_delta_vs_ceiling": -0.22676616915422887}, "M7_perm_slerp": {"nll": 13.00784140510335, "delta_floor": 9.75215056357785, "blimp_acc": 0.49950248756218907, "blimp_delta_vs_ceiling": -0.26786069651741296}}, "secs": 57.51560401916504}
23
+ {"set": "set1_slerp", "size": "160m", "pair": [4, 6], "floor": 3.2741362390686155, "blimp_ceiling": 0.7720398009950249, "parent_nll": {"a": 3.2741362390686155, "b": 3.275653995879709}, "parent_blimp": {"a": 0.7646766169154229, "b": 0.7720398009950249}, "rungs": {"M0_naive_avg": {"nll": 13.880175446810787, "delta_floor": 10.606039207742171, "blimp_acc": 0.5816915422885572, "blimp_delta_vs_ceiling": -0.19034825870646765}, "M1_perm_avg": {"nll": 9.285801956564946, "delta_floor": 6.01166571749633, "blimp_acc": 0.5671641791044776, "blimp_delta_vs_ceiling": -0.2048756218905473}, "M6_slerp": {"nll": 18.770687454134052, "delta_floor": 15.496551215065436, "blimp_acc": 0.5772139303482587, "blimp_delta_vs_ceiling": -0.19482587064676615}, "M7_perm_slerp": {"nll": 10.669185630962573, "delta_floor": 7.3950493918939575, "blimp_acc": 0.5373134328358209, "blimp_delta_vs_ceiling": -0.234726368159204}}, "secs": 61.54654264450073}
24
+ {"set": "set1_slerp", "size": "160m", "pair": [4, 7], "floor": 3.2518449100262963, "blimp_ceiling": 0.7646766169154229, "parent_nll": {"a": 3.2741362390686155, "b": 3.2518449100262963}, "parent_blimp": {"a": 0.7646766169154229, "b": 0.7631840796019901}, "rungs": {"M0_naive_avg": {"nll": 11.582106498822775, "delta_floor": 8.330261588796478, "blimp_acc": 0.5509452736318408, "blimp_delta_vs_ceiling": -0.21373134328358212}, "M1_perm_avg": {"nll": 10.777105820388943, "delta_floor": 7.525260910362647, "blimp_acc": 0.5223880597014925, "blimp_delta_vs_ceiling": -0.2422885572139304}, "M6_slerp": {"nll": 15.882522971196185, "delta_floor": 12.630678061169888, "blimp_acc": 0.5235820895522388, "blimp_delta_vs_ceiling": -0.24109452736318404}, "M7_perm_slerp": {"nll": 13.420548948523116, "delta_floor": 10.16870403849682, "blimp_acc": 0.5419900497512438, "blimp_delta_vs_ceiling": -0.22268656716417912}}, "secs": 60.85058236122131}
25
+ {"set": "set1_slerp", "size": "160m", "pair": [4, 8], "floor": 3.2340771102158756, "blimp_ceiling": 0.7754228855721393, "parent_nll": {"a": 3.2741362390686155, "b": 3.2340771102158756}, "parent_blimp": {"a": 0.7646766169154229, "b": 0.7754228855721393}, "rungs": {"M0_naive_avg": {"nll": 12.152646656372308, "delta_floor": 8.918569546156434, "blimp_acc": 0.5610945273631841, "blimp_delta_vs_ceiling": -0.21432835820895524}, "M1_perm_avg": {"nll": 12.273053611561277, "delta_floor": 9.038976501345402, "blimp_acc": 0.5402985074626866, "blimp_delta_vs_ceiling": -0.23512437810945275}, "M6_slerp": {"nll": 17.072088372217465, "delta_floor": 13.83801126200159, "blimp_acc": 0.5328358208955224, "blimp_delta_vs_ceiling": -0.24258706467661695}, "M7_perm_slerp": {"nll": 15.966479157748287, "delta_floor": 12.73240204753241, "blimp_acc": 0.531044776119403, "blimp_delta_vs_ceiling": -0.2443781094527363}}, "secs": 68.32087278366089}
26
+ {"set": "set1_slerp", "size": "160m", "pair": [4, 9], "floor": 3.262358126108427, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.2741362390686155, "b": 3.262358126108427}, "parent_blimp": {"a": 0.7646766169154229, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 16.348347583628914, "delta_floor": 13.085989457520487, "blimp_acc": 0.5032835820895523, "blimp_delta_vs_ceiling": -0.2817910447761194}, "M1_perm_avg": {"nll": 10.69808261221869, "delta_floor": 7.435724486110262, "blimp_acc": 0.5353233830845772, "blimp_delta_vs_ceiling": -0.24975124378109448}, "M6_slerp": {"nll": 19.558233988961597, "delta_floor": 16.29587586285317, "blimp_acc": 0.5340298507462686, "blimp_delta_vs_ceiling": -0.251044776119403}, "M7_perm_slerp": {"nll": 11.217278706350905, "delta_floor": 7.954920580242478, "blimp_acc": 0.5207960199004975, "blimp_delta_vs_ceiling": -0.26427860696517413}}, "secs": 59.39242720603943}
27
+ {"set": "set1_slerp", "size": "160m", "pair": [5, 6], "floor": 3.2556908415255013, "blimp_ceiling": 0.7720398009950249, "parent_nll": {"a": 3.2556908415255013, "b": 3.275653995879709}, "parent_blimp": {"a": 0.767363184079602, "b": 0.7720398009950249}, "rungs": {"M0_naive_avg": {"nll": 11.751382189487524, "delta_floor": 8.495691347962023, "blimp_acc": 0.5445771144278607, "blimp_delta_vs_ceiling": -0.22746268656716417}, "M1_perm_avg": {"nll": 9.339639503195327, "delta_floor": 6.083948661669826, "blimp_acc": 0.5644776119402986, "blimp_delta_vs_ceiling": -0.20756218905472634}, "M6_slerp": {"nll": 17.196955552073142, "delta_floor": 13.94126471054764, "blimp_acc": 0.5508457711442786, "blimp_delta_vs_ceiling": -0.22119402985074632}, "M7_perm_slerp": {"nll": 14.474428777825343, "delta_floor": 11.218737936299842, "blimp_acc": 0.5480597014925374, "blimp_delta_vs_ceiling": -0.22398009950248754}}, "secs": 58.513309955596924}
28
+ {"set": "set1_slerp", "size": "160m", "pair": [5, 7], "floor": 3.2518449100262963, "blimp_ceiling": 0.767363184079602, "parent_nll": {"a": 3.2556908415255013, "b": 3.2518449100262963}, "parent_blimp": {"a": 0.767363184079602, "b": 0.7631840796019901}, "rungs": {"M0_naive_avg": {"nll": 10.320689221884173, "delta_floor": 7.068844311857877, "blimp_acc": 0.5465671641791044, "blimp_delta_vs_ceiling": -0.22079601990049758}, "M1_perm_avg": {"nll": 9.727306149477128, "delta_floor": 6.475461239450832, "blimp_acc": 0.52, "blimp_delta_vs_ceiling": -0.247363184079602}, "M6_slerp": {"nll": 12.912874285255626, "delta_floor": 9.66102937522933, "blimp_acc": 0.5458706467661691, "blimp_delta_vs_ceiling": -0.22149253731343288}, "M7_perm_slerp": {"nll": 11.21367488495291, "delta_floor": 7.961829974926614, "blimp_acc": 0.5076616915422886, "blimp_delta_vs_ceiling": -0.25970149253731345}}, "secs": 57.95038890838623}
29
+ {"set": "set1_slerp", "size": "160m", "pair": [5, 8], "floor": 3.2340771102158756, "blimp_ceiling": 0.7754228855721393, "parent_nll": {"a": 3.2556908415255013, "b": 3.2340771102158756}, "parent_blimp": {"a": 0.767363184079602, "b": 0.7754228855721393}, "rungs": {"M0_naive_avg": {"nll": 11.340575216334393, "delta_floor": 8.106498106118519, "blimp_acc": 0.5059701492537313, "blimp_delta_vs_ceiling": -0.26945273631840805}, "M1_perm_avg": {"nll": 9.431755767643102, "delta_floor": 6.197678657427226, "blimp_acc": 0.5260696517412935, "blimp_delta_vs_ceiling": -0.24935323383084584}, "M6_slerp": {"nll": 14.476126295713062, "delta_floor": 11.242049185497187, "blimp_acc": 0.5180099502487562, "blimp_delta_vs_ceiling": -0.25741293532338316}, "M7_perm_slerp": {"nll": 11.309408587252324, "delta_floor": 8.07533147703645, "blimp_acc": 0.533134328358209, "blimp_delta_vs_ceiling": -0.2422885572139304}}, "secs": 57.61928606033325}
30
+ {"set": "set1_slerp", "size": "160m", "pair": [5, 9], "floor": 3.2556908415255013, "blimp_ceiling": 0.7850746268656716, "parent_nll": {"a": 3.2556908415255013, "b": 3.262358126108427}, "parent_blimp": {"a": 0.767363184079602, "b": 0.7850746268656716}, "rungs": {"M0_naive_avg": {"nll": 12.762053905867784, "delta_floor": 9.506363064342283, "blimp_acc": 0.5346268656716417, "blimp_delta_vs_ceiling": -0.2504477611940299}, "M1_perm_avg": {"nll": 10.125313895089286, "delta_floor": 6.869623053563785, "blimp_acc": 0.5293532338308458, "blimp_delta_vs_ceiling": -0.2557213930348259}, "M6_slerp": {"nll": 18.452532087053573, "delta_floor": 15.196841245528072, "blimp_acc": 0.5337313432835821, "blimp_delta_vs_ceiling": -0.25134328358208957}, "M7_perm_slerp": {"nll": 13.547903639463062, "delta_floor": 10.29221279793756, "blimp_acc": 0.5214925373134328, "blimp_delta_vs_ceiling": -0.26358208955223883}}, "secs": 57.551740646362305}
31
+ {"set": "set1_slerp", "size": "160m", "pair": [6, 7], "floor": 3.2518449100262963, "blimp_ceiling": 0.7720398009950249, "parent_nll": {"a": 3.275653995879709, "b": 3.2518449100262963}, "parent_blimp": {"a": 0.7720398009950249, "b": 0.7631840796019901}, "rungs": {"M0_naive_avg": {"nll": 13.115680612463308, "delta_floor": 9.863835702437012, "blimp_acc": 0.5162189054726368, "blimp_delta_vs_ceiling": -0.25582089552238807}, "M1_perm_avg": {"nll": 10.635687721685422, "delta_floor": 7.383842811659125, "blimp_acc": 0.5233830845771145, "blimp_delta_vs_ceiling": -0.24865671641791043}, "M6_slerp": {"nll": 20.219260258683953, "delta_floor": 16.967415348657656, "blimp_acc": 0.5180099502487562, "blimp_delta_vs_ceiling": -0.2540298507462687}, "M7_perm_slerp": {"nll": 14.646588528926126, "delta_floor": 11.39474361889983, "blimp_acc": 0.5371144278606965, "blimp_delta_vs_ceiling": -0.23492537313432837}}, "secs": 59.1625554561615}
32
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results/slerp_70m.jsonl CHANGED
@@ -1 +1,36 @@
1
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12
+ {"set": "set1_slerp", "size": "70m", "pair": [2, 6], "floor": 3.6520264308902073, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.654927770685543, "b": 3.6520264308902073}, "parent_blimp": {"a": 0.7114925373134329, "b": 0.7257462686567164}, "rungs": {"M0_naive_avg": {"nll": 23.793428046518265, "delta_floor": 20.14140161562806, "blimp_acc": 0.5258955223880597, "blimp_delta_vs_ceiling": -0.19985074626865673}, "M1_perm_avg": {"nll": 12.147650134540118, "delta_floor": 8.495623703649912, "blimp_acc": 0.5502238805970149, "blimp_delta_vs_ceiling": -0.17552238805970155}, "M6_slerp": {"nll": 35.689133337410304, "delta_floor": 32.037106906520094, "blimp_acc": 0.5215671641791044, "blimp_delta_vs_ceiling": -0.204179104477612}, "M7_perm_slerp": {"nll": 11.642555829052512, "delta_floor": 7.9905293981623045, "blimp_acc": 0.5238805970149254, "blimp_delta_vs_ceiling": -0.20186567164179103}}, "secs": 24.383650064468384}
13
+ {"set": "set1_slerp", "size": "70m", "pair": [2, 7], "floor": 3.6513077847256197, "blimp_ceiling": 0.7194776119402985, "parent_nll": {"a": 3.654927770685543, "b": 3.6513077847256197}, "parent_blimp": {"a": 0.7114925373134329, "b": 0.7194776119402985}, "rungs": {"M0_naive_avg": {"nll": 24.794866453644815, "delta_floor": 21.143558668919194, "blimp_acc": 0.46753731343283583, "blimp_delta_vs_ceiling": -0.25194029850746263}, "M1_perm_avg": {"nll": 12.432454427083334, "delta_floor": 8.781146642357715, "blimp_acc": 0.5002985074626866, "blimp_delta_vs_ceiling": -0.2191791044776119}, "M6_slerp": {"nll": 38.44538894324853, "delta_floor": 34.794081158522914, "blimp_acc": 0.49022388059701494, "blimp_delta_vs_ceiling": -0.22925373134328353}, "M7_perm_slerp": {"nll": 12.129850961146445, "delta_floor": 8.478543176420825, "blimp_acc": 0.5198507462686567, "blimp_delta_vs_ceiling": -0.19962686567164178}}, "secs": 24.097777128219604}
14
+ {"set": "set1_slerp", "size": "70m", "pair": [2, 8], "floor": 3.6366048814110403, "blimp_ceiling": 0.7114925373134329, "parent_nll": {"a": 3.654927770685543, "b": 3.6366048814110403}, "parent_blimp": {"a": 0.7114925373134329, "b": 0.7105970149253731}, "rungs": {"M0_naive_avg": {"nll": 24.059538461146445, "delta_floor": 20.422933579735407, "blimp_acc": 0.5694029850746268, "blimp_delta_vs_ceiling": -0.14208955223880604}, "M1_perm_avg": {"nll": 12.354161570450097, "delta_floor": 8.717556689039057, "blimp_acc": 0.523955223880597, "blimp_delta_vs_ceiling": -0.18753731343283586}, "M6_slerp": {"nll": 33.81969458374103, "delta_floor": 30.183089702329994, "blimp_acc": 0.5652238805970149, "blimp_delta_vs_ceiling": -0.14626865671641798}, "M7_perm_slerp": {"nll": 13.19304213551859, "delta_floor": 9.55643725410755, "blimp_acc": 0.5221641791044777, "blimp_delta_vs_ceiling": -0.18932835820895522}}, "secs": 32.30899477005005}
15
+ {"set": "set1_slerp", "size": "70m", "pair": [2, 9], "floor": 3.631728518810135, "blimp_ceiling": 0.7205970149253731, "parent_nll": {"a": 3.654927770685543, "b": 3.631728518810135}, "parent_blimp": {"a": 0.7114925373134329, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 23.847351751060014, "delta_floor": 20.21562323224988, "blimp_acc": 0.47328358208955223, "blimp_delta_vs_ceiling": -0.24731343283582086}, "M1_perm_avg": {"nll": 11.33933826901908, "delta_floor": 7.707609750208945, "blimp_acc": 0.5267164179104478, "blimp_delta_vs_ceiling": -0.19388059701492533}, "M6_slerp": {"nll": 36.055274838959555, "delta_floor": 32.42354632014942, "blimp_acc": 0.5212686567164179, "blimp_delta_vs_ceiling": -0.19932835820895523}, "M7_perm_slerp": {"nll": 11.382408943350457, "delta_floor": 7.750680424540322, "blimp_acc": 0.508731343283582, "blimp_delta_vs_ceiling": -0.21186567164179104}}, "secs": 39.20048999786377}
16
+ {"set": "set1_slerp", "size": "70m", "pair": [3, 4], "floor": 3.631012102240297, "blimp_ceiling": 0.7144029850746269, "parent_nll": {"a": 3.631012102240297, "b": 3.6809064513005545}, "parent_blimp": {"a": 0.7144029850746269, "b": 0.7046268656716418}, "rungs": {"M0_naive_avg": {"nll": 21.916186985282128, "delta_floor": 18.28517488304183, "blimp_acc": 0.52, "blimp_delta_vs_ceiling": -0.19440298507462683}, "M1_perm_avg": {"nll": 13.848622620066863, "delta_floor": 10.217610517826566, "blimp_acc": 0.5769402985074626, "blimp_delta_vs_ceiling": -0.1374626865671642}, "M6_slerp": {"nll": 32.563479747635355, "delta_floor": 28.932467645395057, "blimp_acc": 0.5214925373134328, "blimp_delta_vs_ceiling": -0.19291044776119404}, "M7_perm_slerp": {"nll": 13.084128661631604, "delta_floor": 9.453116559391308, "blimp_acc": 0.5732835820895522, "blimp_delta_vs_ceiling": -0.14111940298507464}}, "secs": 24.277930974960327}
17
+ {"set": "set1_slerp", "size": "70m", "pair": [3, 5], "floor": 3.631012102240297, "blimp_ceiling": 0.7144029850746269, "parent_nll": {"a": 3.631012102240297, "b": 3.653147120765044}, "parent_blimp": {"a": 0.7144029850746269, "b": 0.712910447761194}, "rungs": {"M0_naive_avg": {"nll": 27.88186524074527, "delta_floor": 24.250853138504972, "blimp_acc": 0.485, "blimp_delta_vs_ceiling": -0.22940298507462686}, "M1_perm_avg": {"nll": 13.46086233080561, "delta_floor": 9.829850228565313, "blimp_acc": 0.527910447761194, "blimp_delta_vs_ceiling": -0.18649253731343285}, "M6_slerp": {"nll": 42.32530679223744, "delta_floor": 38.69429468999714, "blimp_acc": 0.5074626865671642, "blimp_delta_vs_ceiling": -0.20694029850746265}, "M7_perm_slerp": {"nll": 13.3505716043909, "delta_floor": 9.719559502150604, "blimp_acc": 0.5161940298507462, "blimp_delta_vs_ceiling": -0.1982089552238806}}, "secs": 23.738795518875122}
18
+ {"set": "set1_slerp", "size": "70m", "pair": [3, 6], "floor": 3.631012102240297, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.631012102240297, "b": 3.6520264308902073}, "parent_blimp": {"a": 0.7144029850746269, "b": 0.7257462686567164}, "rungs": {"M0_naive_avg": {"nll": 25.987225059116113, "delta_floor": 22.356212956875815, "blimp_acc": 0.5163432835820896, "blimp_delta_vs_ceiling": -0.20940298507462685}, "M1_perm_avg": {"nll": 14.134413986056751, "delta_floor": 10.503401883816455, "blimp_acc": 0.5193283582089552, "blimp_delta_vs_ceiling": -0.20641791044776125}, "M6_slerp": {"nll": 39.60584969218852, "delta_floor": 35.97483758994822, "blimp_acc": 0.5100746268656716, "blimp_delta_vs_ceiling": -0.2156716417910448}, "M7_perm_slerp": {"nll": 13.959388568676614, "delta_floor": 10.328376466436318, "blimp_acc": 0.5324626865671642, "blimp_delta_vs_ceiling": -0.1932835820895522}}, "secs": 24.437163591384888}
19
+ {"set": "set1_slerp", "size": "70m", "pair": [3, 7], "floor": 3.631012102240297, "blimp_ceiling": 0.7194776119402985, "parent_nll": {"a": 3.631012102240297, "b": 3.6513077847256197}, "parent_blimp": {"a": 0.7144029850746269, "b": 0.7194776119402985}, "rungs": {"M0_naive_avg": {"nll": 21.545067117172213, "delta_floor": 17.914055014931915, "blimp_acc": 0.5084328358208955, "blimp_delta_vs_ceiling": -0.21104477611940298}, "M1_perm_avg": {"nll": 11.989517401031474, "delta_floor": 8.358505298791178, "blimp_acc": 0.5485820895522389, "blimp_delta_vs_ceiling": -0.1708955223880596}, "M6_slerp": {"nll": 37.53927908920417, "delta_floor": 33.90826698696387, "blimp_acc": 0.5104477611940299, "blimp_delta_vs_ceiling": -0.20902985074626856}, "M7_perm_slerp": {"nll": 12.315861910367744, "delta_floor": 8.684849808127447, "blimp_acc": 0.5499253731343283, "blimp_delta_vs_ceiling": -0.16955223880597015}}, "secs": 24.137042999267578}
20
+ {"set": "set1_slerp", "size": "70m", "pair": [3, 8], "floor": 3.631012102240297, "blimp_ceiling": 0.7144029850746269, "parent_nll": {"a": 3.631012102240297, "b": 3.6366048814110403}, "parent_blimp": {"a": 0.7144029850746269, "b": 0.7105970149253731}, "rungs": {"M0_naive_avg": {"nll": 21.773978973010436, "delta_floor": 18.142966870770138, "blimp_acc": 0.5144776119402985, "blimp_delta_vs_ceiling": -0.19992537313432834}, "M1_perm_avg": {"nll": 10.954688901459557, "delta_floor": 7.32367679921926, "blimp_acc": 0.5314925373134328, "blimp_delta_vs_ceiling": -0.18291044776119403}, "M6_slerp": {"nll": 32.5808871493803, "delta_floor": 28.949875047140004, "blimp_acc": 0.5223880597014925, "blimp_delta_vs_ceiling": -0.19201492537313436}, "M7_perm_slerp": {"nll": 11.48594654578441, "delta_floor": 7.8549344435441135, "blimp_acc": 0.5494029850746268, "blimp_delta_vs_ceiling": -0.16500000000000004}}, "secs": 23.8470139503479}
21
+ {"set": "set1_slerp", "size": "70m", "pair": [3, 9], "floor": 3.631012102240297, "blimp_ceiling": 0.7205970149253731, "parent_nll": {"a": 3.631012102240297, "b": 3.631728518810135}, "parent_blimp": {"a": 0.7144029850746269, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 22.44108773646445, "delta_floor": 18.81007563422415, "blimp_acc": 0.5838805970149253, "blimp_delta_vs_ceiling": -0.13671641791044775}, "M1_perm_avg": {"nll": 11.851841199343607, "delta_floor": 8.22082909710331, "blimp_acc": 0.5506716417910448, "blimp_delta_vs_ceiling": -0.16992537313432832}, "M6_slerp": {"nll": 37.20004815924658, "delta_floor": 33.56903605700628, "blimp_acc": 0.5684328358208955, "blimp_delta_vs_ceiling": -0.15216417910447755}, "M7_perm_slerp": {"nll": 11.78948484894814, "delta_floor": 8.158472746707844, "blimp_acc": 0.5329850746268656, "blimp_delta_vs_ceiling": -0.18761194029850747}}, "secs": 23.954447269439697}
22
+ {"set": "set1_slerp", "size": "70m", "pair": [4, 5], "floor": 3.653147120765044, "blimp_ceiling": 0.712910447761194, "parent_nll": {"a": 3.6809064513005545, "b": 3.653147120765044}, "parent_blimp": {"a": 0.7046268656716418, "b": 0.712910447761194}, "rungs": {"M0_naive_avg": {"nll": 28.687490444593934, "delta_floor": 25.03434332382889, "blimp_acc": 0.48440298507462687, "blimp_delta_vs_ceiling": -0.2285074626865672}, "M1_perm_avg": {"nll": 13.108897866723744, "delta_floor": 9.4557507459587, "blimp_acc": 0.5386567164179105, "blimp_delta_vs_ceiling": -0.1742537313432836}, "M6_slerp": {"nll": 41.43785800921396, "delta_floor": 37.78471088844892, "blimp_acc": 0.48253731343283585, "blimp_delta_vs_ceiling": -0.2303731343283582}, "M7_perm_slerp": {"nll": 13.886859851496249, "delta_floor": 10.233712730731206, "blimp_acc": 0.5291044776119403, "blimp_delta_vs_ceiling": -0.1838059701492537}}, "secs": 24.934279203414917}
23
+ {"set": "set1_slerp", "size": "70m", "pair": [4, 6], "floor": 3.6520264308902073, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.6809064513005545, "b": 3.6520264308902073}, "parent_blimp": {"a": 0.7046268656716418, "b": 0.7257462686567164}, "rungs": {"M0_naive_avg": {"nll": 29.64957013413242, "delta_floor": 25.997543703242215, "blimp_acc": 0.5461940298507463, "blimp_delta_vs_ceiling": -0.17955223880597015}, "M1_perm_avg": {"nll": 17.753220171844422, "delta_floor": 14.101193740954216, "blimp_acc": 0.5537313432835821, "blimp_delta_vs_ceiling": -0.17201492537313434}, "M6_slerp": {"nll": 46.44666809360731, "delta_floor": 42.7946416627171, "blimp_acc": 0.5325373134328358, "blimp_delta_vs_ceiling": -0.1932089552238806}, "M7_perm_slerp": {"nll": 17.41592835229126, "delta_floor": 13.763901921401054, "blimp_acc": 0.537089552238806, "blimp_delta_vs_ceiling": -0.18865671641791049}}, "secs": 25.154850721359253}
24
+ {"set": "set1_slerp", "size": "70m", "pair": [4, 7], "floor": 3.6513077847256197, "blimp_ceiling": 0.7194776119402985, "parent_nll": {"a": 3.6809064513005545, "b": 3.6513077847256197}, "parent_blimp": {"a": 0.7046268656716418, "b": 0.7194776119402985}, "rungs": {"M0_naive_avg": {"nll": 22.34148345768102, "delta_floor": 18.690175672955398, "blimp_acc": 0.5151492537313432, "blimp_delta_vs_ceiling": -0.20432835820895523}, "M1_perm_avg": {"nll": 12.887218816250815, "delta_floor": 9.235911031525195, "blimp_acc": 0.5587313432835821, "blimp_delta_vs_ceiling": -0.16074626865671637}, "M6_slerp": {"nll": 40.25232260070124, "delta_floor": 36.601014815975624, "blimp_acc": 0.49992537313432833, "blimp_delta_vs_ceiling": -0.21955223880597013}, "M7_perm_slerp": {"nll": 13.52318619282045, "delta_floor": 9.87187840809483, "blimp_acc": 0.5665671641791045, "blimp_delta_vs_ceiling": -0.152910447761194}}, "secs": 27.417786598205566}
25
+ {"set": "set1_slerp", "size": "70m", "pair": [4, 8], "floor": 3.6366048814110403, "blimp_ceiling": 0.7105970149253731, "parent_nll": {"a": 3.6809064513005545, "b": 3.6366048814110403}, "parent_blimp": {"a": 0.7046268656716418, "b": 0.7105970149253731}, "rungs": {"M0_naive_avg": {"nll": 31.299528217751142, "delta_floor": 27.6629233363401, "blimp_acc": 0.5097761194029851, "blimp_delta_vs_ceiling": -0.20082089552238802}, "M1_perm_avg": {"nll": 11.957502968546152, "delta_floor": 8.320898087135111, "blimp_acc": 0.5373880597014925, "blimp_delta_vs_ceiling": -0.17320895522388058}, "M6_slerp": {"nll": 42.869524115296805, "delta_floor": 39.23291923388577, "blimp_acc": 0.5164179104477612, "blimp_delta_vs_ceiling": -0.19417910447761189}, "M7_perm_slerp": {"nll": 12.321913030516145, "delta_floor": 8.685308149105104, "blimp_acc": 0.5314179104477612, "blimp_delta_vs_ceiling": -0.17917910447761187}}, "secs": 133.2425217628479}
26
+ {"set": "set1_slerp", "size": "70m", "pair": [4, 9], "floor": 3.631728518810135, "blimp_ceiling": 0.7205970149253731, "parent_nll": {"a": 3.6809064513005545, "b": 3.631728518810135}, "parent_blimp": {"a": 0.7046268656716418, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 21.26287431710698, "delta_floor": 17.631145798296846, "blimp_acc": 0.5271641791044777, "blimp_delta_vs_ceiling": -0.19343283582089543}, "M1_perm_avg": {"nll": 11.940263423434443, "delta_floor": 8.308534904624308, "blimp_acc": 0.5232089552238806, "blimp_delta_vs_ceiling": -0.19738805970149254}, "M6_slerp": {"nll": 34.8790451219015, "delta_floor": 31.247316603091363, "blimp_acc": 0.5253731343283582, "blimp_delta_vs_ceiling": -0.1952238805970149}, "M7_perm_slerp": {"nll": 11.847093118069145, "delta_floor": 8.21536459925901, "blimp_acc": 0.5411940298507463, "blimp_delta_vs_ceiling": -0.17940298507462682}}, "secs": 100.92569661140442}
27
+ {"set": "set1_slerp", "size": "70m", "pair": [5, 6], "floor": 3.6520264308902073, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.653147120765044, "b": 3.6520264308902073}, "parent_blimp": {"a": 0.712910447761194, "b": 0.7257462686567164}, "rungs": {"M0_naive_avg": {"nll": 22.21204656413079, "delta_floor": 18.560020133240585, "blimp_acc": 0.4798507462686567, "blimp_delta_vs_ceiling": -0.24589552238805973}, "M1_perm_avg": {"nll": 10.337745382827789, "delta_floor": 6.685718951937582, "blimp_acc": 0.5362686567164179, "blimp_delta_vs_ceiling": -0.18947761194029855}, "M6_slerp": {"nll": 32.430965376304634, "delta_floor": 28.778938945414428, "blimp_acc": 0.48895522388059703, "blimp_delta_vs_ceiling": -0.2367910447761194}, "M7_perm_slerp": {"nll": 10.536280602780495, "delta_floor": 6.884254171890288, "blimp_acc": 0.5361194029850747, "blimp_delta_vs_ceiling": -0.18962686567164178}}, "secs": 24.52657413482666}
28
+ {"set": "set1_slerp", "size": "70m", "pair": [5, 7], "floor": 3.6513077847256197, "blimp_ceiling": 0.7194776119402985, "parent_nll": {"a": 3.653147120765044, "b": 3.6513077847256197}, "parent_blimp": {"a": 0.712910447761194, "b": 0.7194776119402985}, "rungs": {"M0_naive_avg": {"nll": 22.79331720380789, "delta_floor": 19.14200941908227, "blimp_acc": 0.5460447761194029, "blimp_delta_vs_ceiling": -0.17343283582089553}, "M1_perm_avg": {"nll": 11.708295430222602, "delta_floor": 8.056987645496982, "blimp_acc": 0.541865671641791, "blimp_delta_vs_ceiling": -0.17761194029850746}, "M6_slerp": {"nll": 30.772654593729616, "delta_floor": 27.121346809003995, "blimp_acc": 0.5214925373134328, "blimp_delta_vs_ceiling": -0.19798507462686565}, "M7_perm_slerp": {"nll": 12.08331358549413, "delta_floor": 8.432005800768511, "blimp_acc": 0.5442537313432836, "blimp_delta_vs_ceiling": -0.17522388059701488}}, "secs": 27.190189599990845}
29
+ {"set": "set1_slerp", "size": "70m", "pair": [5, 8], "floor": 3.6366048814110403, "blimp_ceiling": 0.712910447761194, "parent_nll": {"a": 3.653147120765044, "b": 3.6366048814110403}, "parent_blimp": {"a": 0.712910447761194, "b": 0.7105970149253731}, "rungs": {"M0_naive_avg": {"nll": 27.23423803917971, "delta_floor": 23.59763315776867, "blimp_acc": 0.4723134328358209, "blimp_delta_vs_ceiling": -0.24059701492537316}, "M1_perm_avg": {"nll": 11.380670496473417, "delta_floor": 7.744065615062377, "blimp_acc": 0.5784328358208956, "blimp_delta_vs_ceiling": -0.1344776119402985}, "M6_slerp": {"nll": 46.419942259866275, "delta_floor": 42.783337378455236, "blimp_acc": 0.47619402985074627, "blimp_delta_vs_ceiling": -0.23671641791044779}, "M7_perm_slerp": {"nll": 11.295775491275277, "delta_floor": 7.659170609864237, "blimp_acc": 0.5680597014925373, "blimp_delta_vs_ceiling": -0.1448507462686568}}, "secs": 23.703314542770386}
30
+ {"set": "set1_slerp", "size": "70m", "pair": [5, 9], "floor": 3.631728518810135, "blimp_ceiling": 0.7205970149253731, "parent_nll": {"a": 3.653147120765044, "b": 3.631728518810135}, "parent_blimp": {"a": 0.712910447761194, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 30.54888609446347, "delta_floor": 26.917157575653334, "blimp_acc": 0.49828358208955226, "blimp_delta_vs_ceiling": -0.22231343283582083}, "M1_perm_avg": {"nll": 11.52798873990949, "delta_floor": 7.8962602210993555, "blimp_acc": 0.5221641791044777, "blimp_delta_vs_ceiling": -0.19843283582089544}, "M6_slerp": {"nll": 41.7920450607469, "delta_floor": 38.160316541936766, "blimp_acc": 0.5064925373134328, "blimp_delta_vs_ceiling": -0.2141044776119403}, "M7_perm_slerp": {"nll": 11.875361194349315, "delta_floor": 8.24363267553918, "blimp_acc": 0.5367164179104478, "blimp_delta_vs_ceiling": -0.18388059701492532}}, "secs": 72.25133538246155}
31
+ {"set": "set1_slerp", "size": "70m", "pair": [6, 7], "floor": 3.6513077847256197, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.6520264308902073, "b": 3.6513077847256197}, "parent_blimp": {"a": 0.7257462686567164, "b": 0.7194776119402985}, "rungs": {"M0_naive_avg": {"nll": 24.710159689946185, "delta_floor": 21.058851905220564, "blimp_acc": 0.4969402985074627, "blimp_delta_vs_ceiling": -0.22880597014925375}, "M1_perm_avg": {"nll": 12.407609734283268, "delta_floor": 8.756301949557649, "blimp_acc": 0.5494029850746268, "blimp_delta_vs_ceiling": -0.17634328358208962}, "M6_slerp": {"nll": 34.084309258806265, "delta_floor": 30.433001474080644, "blimp_acc": 0.4903731343283582, "blimp_delta_vs_ceiling": -0.2353731343283582}, "M7_perm_slerp": {"nll": 12.117067420397097, "delta_floor": 8.465759635671478, "blimp_acc": 0.5632835820895522, "blimp_delta_vs_ceiling": -0.16246268656716423}}, "secs": 25.583789587020874}
32
+ {"set": "set1_slerp", "size": "70m", "pair": [6, 8], "floor": 3.6366048814110403, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.6520264308902073, "b": 3.6366048814110403}, "parent_blimp": {"a": 0.7257462686567164, "b": 0.7105970149253731}, "rungs": {"M0_naive_avg": {"nll": 20.604785219952706, "delta_floor": 16.968180338541664, "blimp_acc": 0.4824626865671642, "blimp_delta_vs_ceiling": -0.24328358208955225}, "M1_perm_avg": {"nll": 13.926103267184443, "delta_floor": 10.289498385773403, "blimp_acc": 0.542089552238806, "blimp_delta_vs_ceiling": -0.18365671641791048}, "M6_slerp": {"nll": 33.963378587736464, "delta_floor": 30.326773706325426, "blimp_acc": 0.4916417910447761, "blimp_delta_vs_ceiling": -0.2341044776119403}, "M7_perm_slerp": {"nll": 13.79573663262394, "delta_floor": 10.1591317512129, "blimp_acc": 0.5353731343283582, "blimp_delta_vs_ceiling": -0.19037313432835823}}, "secs": 26.637131452560425}
33
+ {"set": "set1_slerp", "size": "70m", "pair": [6, 9], "floor": 3.631728518810135, "blimp_ceiling": 0.7257462686567164, "parent_nll": {"a": 3.6520264308902073, "b": 3.631728518810135}, "parent_blimp": {"a": 0.7257462686567164, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 20.0624184605349, "delta_floor": 16.430689941724765, "blimp_acc": 0.5320149253731343, "blimp_delta_vs_ceiling": -0.1937313432835821}, "M1_perm_avg": {"nll": 13.073532353330886, "delta_floor": 9.441803834520751, "blimp_acc": 0.5355223880597015, "blimp_delta_vs_ceiling": -0.1902238805970149}, "M6_slerp": {"nll": 27.678529384784735, "delta_floor": 24.0468008659746, "blimp_acc": 0.5174626865671642, "blimp_delta_vs_ceiling": -0.20828358208955222}, "M7_perm_slerp": {"nll": 12.342861347235813, "delta_floor": 8.711132828425677, "blimp_acc": 0.543134328358209, "blimp_delta_vs_ceiling": -0.18261194029850747}}, "secs": 28.4769184589386}
34
+ {"set": "set1_slerp", "size": "70m", "pair": [7, 8], "floor": 3.6366048814110403, "blimp_ceiling": 0.7194776119402985, "parent_nll": {"a": 3.6513077847256197, "b": 3.6366048814110403}, "parent_blimp": {"a": 0.7194776119402985, "b": 0.7105970149253731}, "rungs": {"M0_naive_avg": {"nll": 26.577275842914222, "delta_floor": 22.94067096150318, "blimp_acc": 0.48253731343283585, "blimp_delta_vs_ceiling": -0.23694029850746262}, "M1_perm_avg": {"nll": 11.196601205764841, "delta_floor": 7.559996324353801, "blimp_acc": 0.5573134328358209, "blimp_delta_vs_ceiling": -0.16216417910447756}, "M6_slerp": {"nll": 46.05463398972603, "delta_floor": 42.41802910831499, "blimp_acc": 0.5111940298507462, "blimp_delta_vs_ceiling": -0.20828358208955222}, "M7_perm_slerp": {"nll": 11.388687800676777, "delta_floor": 7.752082919265737, "blimp_acc": 0.5566417910447761, "blimp_delta_vs_ceiling": -0.1628358208955224}}, "secs": 28.74632740020752}
35
+ {"set": "set1_slerp", "size": "70m", "pair": [7, 9], "floor": 3.631728518810135, "blimp_ceiling": 0.7205970149253731, "parent_nll": {"a": 3.6513077847256197, "b": 3.631728518810135}, "parent_blimp": {"a": 0.7194776119402985, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 22.248108029598825, "delta_floor": 18.61637951078869, "blimp_acc": 0.5115671641791045, "blimp_delta_vs_ceiling": -0.20902985074626856}, "M1_perm_avg": {"nll": 10.673391761456294, "delta_floor": 7.041663242646159, "blimp_acc": 0.5614925373134328, "blimp_delta_vs_ceiling": -0.15910447761194024}, "M6_slerp": {"nll": 36.41360766267123, "delta_floor": 32.7818791438611, "blimp_acc": 0.5029850746268657, "blimp_delta_vs_ceiling": -0.2176119402985074}, "M7_perm_slerp": {"nll": 11.297059419337085, "delta_floor": 7.66533090052695, "blimp_acc": 0.531865671641791, "blimp_delta_vs_ceiling": -0.1887313432835821}}, "secs": 25.23114323616028}
36
+ {"set": "set1_slerp", "size": "70m", "pair": [8, 9], "floor": 3.631728518810135, "blimp_ceiling": 0.7205970149253731, "parent_nll": {"a": 3.6366048814110403, "b": 3.631728518810135}, "parent_blimp": {"a": 0.7105970149253731, "b": 0.7205970149253731}, "rungs": {"M0_naive_avg": {"nll": 26.84336905781148, "delta_floor": 23.211640539001344, "blimp_acc": 0.5497014925373135, "blimp_delta_vs_ceiling": -0.1708955223880596}, "M1_perm_avg": {"nll": 10.964995362442922, "delta_floor": 7.333266843632787, "blimp_acc": 0.555, "blimp_delta_vs_ceiling": -0.16559701492537304}, "M6_slerp": {"nll": 38.795023799331375, "delta_floor": 35.16329528052124, "blimp_acc": 0.5457462686567164, "blimp_delta_vs_ceiling": -0.1748507462686567}, "M7_perm_slerp": {"nll": 11.312782840019569, "delta_floor": 7.681054321209434, "blimp_acc": 0.567089552238806, "blimp_delta_vs_ceiling": -0.15350746268656712}}, "secs": 25.368441343307495}