Datasets:
Tasks:
Text Classification
Formats:
parquet
Languages:
English
Size:
1K - 10K
Tags:
structured-decisions
calibration
probabilistic-classification
system-one
workflow-evaluation
Synthetic
License:
card: explain each reference row, add ceilings and a saturation estimate
Browse files
README.md
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## Baseline results
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The gap between the two encoders is the trade-off this benchmark exists to
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measure. Six points of accuracy cost 16x the latency.
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The prior row is the one to check a learned model against. It fits each
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question's label frequencies on `train` and never reads the state. MiniLM beats
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it by 9 points and ModernBERT by 18, which is how much of each score comes from
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actually reading the input rather than from label frequency.
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It also has the best ECE on the table, at 0.088, while knowing nothing. Guessing
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the base rate is perfectly calibrated by construction. That is the clearest
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argument for reading KL and Brier here rather than ECE.
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Both learned rows are specialists. Neither can answer a question it was not
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fitted for, so neither can be scored zero-shot.
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Configuration, tuned on a held-out quarter of the `train` split and never on
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`test`: mean pooling, `max_length` 512, 30 epochs, `prototype_weight` 0.3.
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One harness detail matters for reproducing these. Adaptive Classifier trains on
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hard labels, so the gold distribution is normally thrown away at fit time. Each
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case is instead entered four times, apportioned across labels in proportion to
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## Baseline results
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Everything below is scored on the `test` split. The first column says what kind
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of number it is, because they are not all the same kind.
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| Model | Kind | Acc | Soft acc | Macro F1 | KL | TV | Brier | ECE | Score MAE | Within 1 level | ms/case |
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| Uniform | reference | 0.308 | 0.311 | 0.152 | 0.444 | 0.381 | 0.238 | 0.169 | - | - | 0 |
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| Prior | reference | 0.470 | 0.430 | 0.207 | 0.347 | 0.317 | 0.189 | 0.088 | - | - | 0 |
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| MiniLM-L6 (22M) | specialist | 0.587 | 0.506 | 0.424 | 0.262 | 0.267 | 0.143 | 0.108 | 0.515 | 0.864 | 22 |
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| ModernBERT-base (149M) | specialist | 0.646 | 0.542 | 0.469 | 0.223 | 0.249 | 0.119 | 0.179 | 0.444 | 0.931 | 349 |
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| Perfect scenario understanding | ceiling | 0.704 | - | - | - | - | - | - | - | - | - |
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| Teacher self-agreement | ceiling | 0.735 | - | - | - | - | - | - | - | - | - |
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| A general System One model | estimate | 0.65-0.72 | - | - | - | - | - | - | - | - | - |
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### What each row is
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**Uniform** puts the same probability on every option. It reads nothing and
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knows nothing. It is here to anchor the KL and Brier scale: 0.444 is what no
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information costs in distribution terms.
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**Prior** fits each question's label frequencies on the `train` split, then
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answers those frequencies for every case, ignoring the state entirely. If 67% of
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`needs_human` golds are true, it answers 0.67 true every time.
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This is the row to check a learned model against. MiniLM beats it by 9 points
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and ModernBERT by 18. That gap is how much of each score comes from reading the
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input rather than from label frequency. A model that cannot clear it has learned
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nothing about the state, which is the failure that sank the v0.1 prototype.
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Prior also has the best ECE on the table, at 0.088, while knowing nothing.
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Guessing the base rate is perfectly calibrated by construction. That is the
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clearest argument for reading KL and Brier here instead of ECE.
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**Perfect scenario understanding** is what a model would score if it recovered
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the latent factors that generated each case exactly. Measured by fitting those
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factors to the gold labels with cross-validation. It is optimistic, since the
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factors are more than the text reveals.
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**Teacher self-agreement** is a fresh teacher sample scored against gold built
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from the other samples. It is the noise floor of the labelling process. Scoring
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far above it means predicting the teacher's quirks rather than the task.
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**A general System One model** is an estimate, not a measurement. We have no
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access to one and have run nothing. The range comes from the two ceilings above:
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such a model should read these scenarios about as well as anything can, which
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puts it near 0.704, and it cannot reliably pass 0.735 because the remaining gap
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is teacher noise it has no way to predict. Treat it as a reading of where the
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benchmark saturates, not as a result.
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### Specialist and generalist are not comparable
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Both learned rows are specialists, fitted on the `train` split of the same four
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workflows they are scored on. Neither can answer a question it was not fitted
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for, so neither can be run zero-shot.
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A general model scoring 0.70 against a specialist's 0.646 has not beaten it by
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six points. It would be answering question schemas it has never seen, which the
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specialists cannot do at all. A general model can also score lower while being
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the better model, since anything it gets right where the teacher is wrong counts
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against it.
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### Reproducing the specialist rows
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Both use [Adaptive Classifier](https://github.com/codelion/adaptive-classifier)
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0.2.0, one classifier per question, encoder frozen. Configuration was tuned on a
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held-out quarter of `train` and never on `test`: mean pooling, `max_length` 512,
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30 epochs, `prototype_weight` 0.3.
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The gap between the two encoders is the trade-off this benchmark exists to
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measure. Six points of accuracy cost 16x the latency.
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One harness detail matters for reproducing these. Adaptive Classifier trains on
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hard labels, so the gold distribution is normally thrown away at fit time. Each
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case is instead entered four times, apportioned across labels in proportion to
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