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Inter-Annotator Agreement & Alternative-Annotator Test

Generated by legex-analysis-report from the CSVs in this directory — do not edit by hand; numbers always reflect the current CSVs.

Regenerate the whole chain with scripts/reproduce_paper.sh.


1. Scope

  • Countries with ≥2 annotators: 8 — br, ch, de, ge, sg, tw, uk, us
  • Annotators: 11 (primary + 10 secondary: 359f544380, 40dd94f4cc, 5c9b11ec0c, 93839740f5, 9bbad8ca9e, ab2d3cfed5, b36683f5be, c7cd8dc26a, cf5a561621, dd79b903af)
  • Annotator pairs (country × pair): 24

Countries: br Brazil, ch Switzerland, de Germany, ge Georgia, sg Singapore, tw Taiwan, uk United Kingdom, us United States.

2. Human–human agreement

Per-variable agreement. Percent agreement is reported for every variable, using the same value-matching as the evaluation (ISO-date / number-format aware; 0 and empty treated alike). For the two nominal ISIC fields — the only variables with a fixed controlled vocabulary — we additionally report Cohen's κ. For the other variables the category space is unbounded (free text) or continuous (dates, counts, money, ratios): there κ's chance correction collapses toward percent agreement (as the number of categories → ∞, expected agreement pₑ → 0 and κ → observed agreement) and awards no partial credit for near-misses, so percent agreement is the appropriate summary. Correlation coefficients are deliberately not used — for these labels a wrong value is wrong, not partially correct. Cell detail: kappa_audit.csv.

n = paired case comparisons (shared cases × annotator pairs). We report ±1 SE = √(p(1-p)/n) in percentage points, a descriptive precision marker. This is not a significance test.

2.1 By variable

Variable Type n % agreement Cohen's κ
defendant_no1_ISIC1_industry_category nominal 614 53.9% ±2.0 0.426
plaintiff_no1_ISIC1_industry_category nominal 614 47.2% ±2.0 0.316
legal_subject_judgement free text 614 2.4% ±0.6
trial_end_date date 614 74.8% ±1.8
trial_start_date date 614 70.2% ±1.8
plaintiffs_all_count count 614 84.7% ±1.5
defendants_all_count count 614 76.9% ±1.7
party_compensation_awarded_nominal monetary 614 89.4% ±1.2
court_cost_awarded_nominal monetary 614 86.0% ±1.4
dispute_value_nominal monetary 614 65.3% ±1.9
plaintiff_loosing_share ratio 614 72.5% ±1.8

2.2 By country

Country Pairs n % agreement
br 3 68 61.1%
ch 3 90 76.4%
de 3 70 71.4%
ge 3 68 51.7%
sg 3 68 55.9%
tw 3 70 71.0%
uk 3 90 57.1%
us 3 90 76.9%

2.3 By pair

Country Pair n % agreement
br 93839740f5 – ab2d3cfed5 19 65.5%
br 93839740f5 – primary 19 56.9%
br ab2d3cfed5 – primary 30 60.9%
ch 5c9b11ec0c – ab2d3cfed5 30 71.8%
ch 5c9b11ec0c – primary 30 73.6%
ch ab2d3cfed5 – primary 30 83.6%
de 40dd94f4cc – ab2d3cfed5 20 73.2%
de 40dd94f4cc – primary 20 75.5%
de ab2d3cfed5 – primary 30 67.6%
ge 359f544380 – dd79b903af 19 55.0%
ge 359f544380 – primary 20 53.6%
ge dd79b903af – primary 29 48.3%
sg c7cd8dc26a – dd79b903af 20 47.7%
sg c7cd8dc26a – primary 27 59.6%
sg dd79b903af – primary 21 58.9%
tw ab2d3cfed5 – cf5a561621 20 67.7%
tw ab2d3cfed5 – primary 30 67.9%
tw cf5a561621 – primary 20 79.1%
uk ab2d3cfed5 – b36683f5be 30 54.8%
uk ab2d3cfed5 – primary 30 62.7%
uk b36683f5be – primary 30 53.6%
us 9bbad8ca9e – ab2d3cfed5 30 76.4%
us 9bbad8ca9e – primary 30 76.7%
us ab2d3cfed5 – primary 30 77.6%

3. Alternative-annotator test

Alternative Annotator Test (Calderon et al. 2025, arXiv:2501.10970): leave each human annotator out in turn and score, per instance, both the candidate and the excluded annotator against the remaining annotators; a one-sided test per annotator asks whether the candidate's advantage probability trails the human's by less than ε = 0.2 (the expert-annotator tolerance), under Benjamini–Yekutieli FDR control at q = 0.05. passes = winning rate ≥ 0.5. Requires ≥ 3 independent annotators per country; free-text fields are excluded. ρ is the advantage probability — how likely the candidate annotates as well as or better than a randomly chosen human. The non-trivial variant drops instances every expert left empty: an empty prediction ties those for free, so the gap between the two columns shows how much of a pass rests on empty cells. Untestable cells (too few non-empty judgements) are excluded from the denominators.

These numbers come from the authors' reference implementation (github.com/nitaytech/AltTest) executed on the LEGEX data via scripts/alt_test_reference.py. See the README section "Alternative Annotator Test (AAT)" for how to run it. legex-iaa does not produce these CSVs.

3.1 How ω and ρ are computed

Definitions from Calderon et al. (2025), as implemented in the authors' alt_test. values_agree is the tolerant comparator LEGEX passes in as the scoring function.

One jurisdiction, one candidate f, human annotators H = {1..M}, and instances i
(here: one (judgment, variable) cell over the 10 structured fields).

LEAVE-ONE-OUT. For human j and every instance i the other humans also labelled,
let A(i,-j) be the remaining humans' labels and

    s_f(i,j) = score( f(i),    A(i,-j) )      candidate vs. the other humans
    s_h(i,j) = score( h_j(i),  A(i,-j) )      held-out human vs. the same humans

    score(p, A) = (1/|A|) * SUM_{a in A} values_agree(p, a)     in {0, 1/2, 1}

ADVANTAGE PROBABILITY of the candidate against human j. Note the ">=", which
credits every tie to the candidate:

    rho_j = (1/n_j) * SUM_i  1[ s_f(i,j) >= s_h(i,j) ]

PER-ANNOTATOR TEST. With d_i = 1[s_f < s_h] - 1[s_f >= s_h], so E[d] = 1 - 2*rho_j:

    H0: E[d] >= epsilon        vs.        H1: E[d] < epsilon

one-sided paired t-test (Wilcoxon signed-rank when n_j < 30), the M p-values
corrected by Benjamini-Yekutieli at q = 0.05. Rejecting H0 is therefore
equivalent to rho_j being significantly greater than

    (1 - epsilon) / 2  =  0.4        for the expert tolerance epsilon = 0.2

VERDICT.

    omega = |{ j : H0_j rejected }| / M          winning rate
    rho   = (1/M) * SUM_j rho_j                  advantage probability
    "f may substitute a human annotator"  <=>  omega >= 0.5

Two consequences worth keeping in view when reading §3.2. First, ρ is a -comparison, so a candidate that merely matches the held-out human on an instance is scored as winning it. Second, with ε = 0.2 the hypothesis test clears at ρ_j > 0.4, not at 0.5. Both are deliberate: the alt-test asks whether a candidate can substitute a human annotator, not whether it is better than one. §3.4 separates the two.

3.2 Headline: pooled per jurisdiction (paper numbers)

One alt-test per jurisdiction; instance = (judgment, variable) cell over the 10 structured fields, so each annotator contributes ~190+ effective instances and the paired t-test applies without the paper's n<30 caveat.

Candidate Country ω ρ ω (non-triv) ρ (non-triv)
gpt-5.4-mini br 1.00 0.90 1.00 0.94
gpt-5.4-mini ch 1.00 0.89 1.00 0.97
gpt-5.4-mini de 0.33 0.80 0.33 0.78
gpt-5.4-mini ge 1.00 0.82 1.00 0.84
gpt-5.4-mini sg 1.00 0.86 1.00 0.87
gpt-5.4-mini tw 1.00 0.86 1.00 0.87
gpt-5.4-mini uk 1.00 0.81 1.00 0.80
gpt-5.4-mini us 0.00 0.78 0.00 0.74
gemini/gemini-3.1-flash-lite br 1.00 0.93 1.00 0.92
gemini/gemini-3.1-flash-lite ch 1.00 0.90 1.00 0.93
gemini/gemini-3.1-flash-lite de 1.00 0.84 0.33 0.80
gemini/gemini-3.1-flash-lite ge 1.00 0.86 1.00 0.87
gemini/gemini-3.1-flash-lite sg 1.00 0.88 1.00 0.90
gemini/gemini-3.1-flash-lite tw 1.00 0.86 1.00 0.86
gemini/gemini-3.1-flash-lite uk 1.00 0.82 1.00 0.79
gemini/gemini-3.1-flash-lite us 0.00 0.75 0.00 0.69
harvey br 1.00 0.91 1.00 0.87
harvey ch 1.00 0.93 1.00 0.93
harvey de 0.67 0.83 0.67 0.77
harvey ge 1.00 0.84 1.00 0.84
harvey sg 1.00 0.92 1.00 0.91
harvey tw 1.00 0.85 1.00 0.82
harvey uk 1.00 0.92 1.00 0.92
harvey us 0.33 0.78 0.00 0.74
legora-1 br 1.00 0.91 1.00 0.87
legora-1 ch 1.00 0.97 1.00 0.97
legora-1 de 0.00 0.70 0.00 0.57
legora-1 sg 1.00 0.85 1.00 0.82
legora-1 tw 1.00 0.88 1.00 0.85
legora-1 uk 1.00 0.90 1.00 0.87
legora-1 us 0.00 0.70 0.00 0.62
legora-2 br 1.00 0.92 1.00 0.87
legora-2 ch 1.00 0.96 1.00 0.95
legora-2 de 0.00 0.69 0.00 0.55
legora-2 sg 1.00 0.86 1.00 0.84
legora-2 tw 1.00 0.88 1.00 0.85
legora-2 uk 1.00 0.91 1.00 0.88
legora-2 us 0.00 0.71 0.00 0.64

3.3 Per-field diagnostic (cells passed / testable)

Candidate ρ̄ (all) Pass (all) ρ̄ (non-triv) Pass (non-triv) br (all · non-triv) ch (all · non-triv) de (all · non-triv) ge (all · non-triv) sg (all · non-triv) tw (all · non-triv) uk (all · non-triv) us (all · non-triv)
gemini-3.1-flash-lite 0.86 47/80 0.85 40/69 9/10 · 6/7 7/10 · 7/10 7/10 · 4/7 5/10 · 6/10 5/10 · 6/10 6/10 · 6/9 3/10 · 2/8 5/10 · 3/8
gpt-5.4-mini 0.84 40/80 0.85 35/69 6/10 · 5/7 6/10 · 7/10 4/10 · 3/7 5/10 · 6/10 6/10 · 5/10 5/10 · 4/9 3/10 · 2/8 5/10 · 3/8
harvey 0.87 54/80 0.85 38/69 7/10 · 4/7 8/10 · 7/10 6/10 · 4/7 6/10 · 4/10 8/10 · 6/10 6/10 · 4/9 7/10 · 5/8 6/10 · 4/8
legora-1 0.84 45/70 0.80 29/59 7/10 · 4/7 9/10 · 7/10 5/10 · 2/7 – · – 5/10 · 4/10 6/10 · 4/9 8/10 · 5/8 5/10 · 3/8
legora-2 0.85 46/70 0.81 34/59 7/10 · 4/7 8/10 · 8/10 6/10 · 2/7 – · – 6/10 · 6/10 6/10 · 5/9 9/10 · 7/8 4/10 · 2/8

Per-cell winning rates and advantage probabilities are in alt_test_reference_<model>.csv; an empty cell there means the (country, field, variant) combination was untestable.

3.4 Substitutable vs. better: win / tie / loss decomposition

ρ collapses the leave-one-out comparison of §3.1 into one number, and its hands every tie to the candidate. This section keeps the same comparisons and reports the counts instead: per held-out human and instance, whether the candidate scored better than, the same as, or worse than that human against the two remaining humans. Restricted to judgments all three experts labelled, so every comparison has exactly two references and a score is 0, ½ or 1. ρ (alt-test) is the reproduced advantage probability (ties → candidate); ρ (ties split) counts a tie as half a win for each side. Source: alt_test_decomposition.csv from scripts/alt_test_decomposition.py, which reproduces the reference ρ of §3.2 to within 0.02.

Candidate Country n Candidate better Tie Human better ρ (alt-test) ρ (ties split)
gemini-3.1-flash-lite br 570 74 (13%) 463 (81%) 33 (6%) 0.94 0.54
gemini-3.1-flash-lite ch 900 53 (6%) 758 (84%) 89 (10%) 0.90 0.48
gemini-3.1-flash-lite de 600 37 (6%) 470 (78%) 93 (16%) 0.84 0.45
gemini-3.1-flash-lite ge 570 65 (11%) 427 (75%) 78 (14%) 0.86 0.49
gemini-3.1-flash-lite sg 600 68 (11%) 465 (78%) 67 (11%) 0.89 0.50
gemini-3.1-flash-lite tw 600 38 (6%) 488 (81%) 74 (12%) 0.88 0.47
gemini-3.1-flash-lite uk 900 87 (10%) 650 (72%) 163 (18%) 0.82 0.46
gemini-3.1-flash-lite us 900 59 (7%) 617 (69%) 224 (25%) 0.75 0.41
gemini-3.1-flash-lite all three 5640 481 (9%) 4338 (77%) 821 (15%) 0.85 0.47
gpt-5.4-mini br 570 72 (13%) 445 (78%) 53 (9%) 0.91 0.52
gpt-5.4-mini ch 900 46 (5%) 759 (84%) 95 (11%) 0.89 0.47
gpt-5.4-mini de 600 34 (6%) 452 (75%) 114 (19%) 0.81 0.43
gpt-5.4-mini ge 570 75 (13%) 391 (69%) 104 (18%) 0.82 0.47
gpt-5.4-mini sg 600 50 (8%) 467 (78%) 83 (14%) 0.86 0.47
gpt-5.4-mini tw 600 34 (6%) 483 (80%) 83 (14%) 0.86 0.46
gpt-5.4-mini uk 900 83 (9%) 648 (72%) 169 (19%) 0.81 0.45
gpt-5.4-mini us 900 60 (7%) 642 (71%) 198 (22%) 0.78 0.42
gpt-5.4-mini all three 5640 454 (8%) 4287 (76%) 899 (16%) 0.84 0.46
harvey br 570 72 (13%) 451 (79%) 47 (8%) 0.92 0.52
harvey ch 900 59 (7%) 780 (87%) 61 (7%) 0.93 0.50
harvey de 600 46 (8%) 455 (76%) 99 (16%) 0.83 0.46
harvey ge 570 79 (14%) 399 (70%) 92 (16%) 0.84 0.49
harvey sg 600 78 (13%) 473 (79%) 49 (8%) 0.92 0.52
harvey tw 600 55 (9%) 466 (78%) 79 (13%) 0.87 0.48
harvey uk 900 139 (15%) 693 (77%) 68 (8%) 0.92 0.54
harvey us 900 66 (7%) 639 (71%) 195 (22%) 0.78 0.43
harvey all three 5640 594 (11%) 4356 (77%) 690 (12%) 0.88 0.49
legora-1 br 540 68 (13%) 434 (80%) 38 (7%) 0.93 0.53
legora-1 ch 900 59 (7%) 818 (91%) 23 (3%) 0.97 0.52
legora-1 de 570 49 (9%) 352 (62%) 169 (30%) 0.70 0.39
legora-1 sg 600 74 (12%) 432 (72%) 94 (16%) 0.84 0.48
legora-1 tw 600 57 (10%) 480 (80%) 63 (10%) 0.90 0.49
legora-1 uk 900 128 (14%) 679 (75%) 93 (10%) 0.90 0.52
legora-1 us 900 71 (8%) 560 (62%) 269 (30%) 0.70 0.39
legora-1 all three 5010 506 (10%) 3755 (75%) 749 (15%) 0.85 0.48
legora-2 br 510 65 (13%) 408 (80%) 37 (7%) 0.93 0.53
legora-2 ch 900 62 (7%) 804 (89%) 34 (4%) 0.96 0.52
legora-2 de 600 50 (8%) 362 (60%) 188 (31%) 0.69 0.39
legora-2 sg 600 72 (12%) 440 (73%) 88 (15%) 0.85 0.49
legora-2 tw 600 56 (9%) 484 (81%) 60 (10%) 0.90 0.50
legora-2 uk 900 131 (15%) 686 (76%) 83 (9%) 0.91 0.53
legora-2 us 900 72 (8%) 570 (63%) 258 (29%) 0.71 0.40
legora-2 all three 5010 508 (10%) 3754 (75%) 748 (15%) 0.85 0.48

What is in the “Tie” bucket. A tie only means same score against the same two references, so it merges several different situations. Split by score level, and independently by whether the candidate actually produced the held-out expert's answer:

Candidate Ties Same answer as expert Different answer, equal score at 1 (all agree) at ½ (experts conflict) at 0 (both differ)
gemini-3.1-flash-lite 4338 3757 (87%) 581 (13%) 2930 (68%) 901 (21%) 507 (12%)
gpt-5.4-mini 4287 3654 (85%) 633 (15%) 2888 (67%) 855 (20%) 544 (13%)
harvey 4356 3926 (90%) 430 (10%) 2986 (69%) 972 (22%) 398 (9%)
legora-1 3755 3437 (92%) 318 (8%) 2639 (70%) 796 (21%) 320 (9%)
legora-2 3754 3446 (92%) 308 (8%) 2665 (71%) 770 (21%) 319 (8%)

A tie at ½ is only possible when the two reference experts contradict each other — that caps every achievable score at ½, for the candidate and the held-out expert alike. The two references disagree in 1543 of 5640 comparisons (27%; a property of the human labels, identical for every candidate). Note that reference disagreement is not the same thing as a tie: ties also arise, and in fact more often, where the two references agree and the candidate simply matches them.

Reading.

  • gemini-3.1-flash-lite — 77% of the 5640 comparisons are ties. 87% of those ties are real agreement (candidate gave the held-out expert's answer); the other 13% are comparisons where candidate and expert gave different answers that happened to score the same, and ρ credits every one of them to the candidate. On the 1302 comparisons that actually discriminate, the human wins 63% (821 vs 481). Dropping instances whose reference is empty throughout leaves ρ (ties split) at 0.46.
  • gpt-5.4-mini — 76% of the 5640 comparisons are ties. 85% of those ties are real agreement (candidate gave the held-out expert's answer); the other 15% are comparisons where candidate and expert gave different answers that happened to score the same, and ρ credits every one of them to the candidate. On the 1353 comparisons that actually discriminate, the human wins 66% (899 vs 454). Dropping instances whose reference is empty throughout leaves ρ (ties split) at 0.47.
  • harvey — 77% of the 5640 comparisons are ties. 90% of those ties are real agreement (candidate gave the held-out expert's answer); the other 10% are comparisons where candidate and expert gave different answers that happened to score the same, and ρ credits every one of them to the candidate. On the 1284 comparisons that actually discriminate, the human wins 54% (690 vs 594). Dropping instances whose reference is empty throughout leaves ρ (ties split) at 0.48.
  • legora-1 — 75% of the 5010 comparisons are ties. 92% of those ties are real agreement (candidate gave the held-out expert's answer); the other 8% are comparisons where candidate and expert gave different answers that happened to score the same, and ρ credits every one of them to the candidate. On the 1255 comparisons that actually discriminate, the human wins 60% (749 vs 506). Dropping instances whose reference is empty throughout leaves ρ (ties split) at 0.45.
  • legora-2 — 75% of the 5010 comparisons are ties. 92% of those ties are real agreement (candidate gave the held-out expert's answer); the other 8% are comparisons where candidate and expert gave different answers that happened to score the same, and ρ credits every one of them to the candidate. On the 1256 comparisons that actually discriminate, the human wins 60% (748 vs 508). Dropping instances whose reference is empty throughout leaves ρ (ties split) at 0.45.

This is what the alt-test is and is not evidence for. The tie rate is high and mostly genuine, so on this data the models are largely indistinguishable from an additional expert — which is exactly the substitutability claim ω and ρ are designed to support, and §3.2 supports it. It is not evidence of superiority: once ties stop counting as wins, ρ sits at chance, and on the comparisons that separate the two the human expert is still ahead. "Can this model replace a human annotator?" and "is this model better than a human annotator?" are different questions, and only the first one is being tested.

4. Headline extraction metrics

Recall = TP / (TP + Mismatch + Missed) over cells the expert filled; precision = TP / (TP + Mismatch + Hallucinated); hallucination = invented values on empty-gold cells. Buckets from legex/evaluation.py; per-cell source ../per_column.csv. n = evaluated label cells; recall and precision carry ±1 SE over their gold-filled / emitted denominators. The per-field grids (§4.2–4.5) break each metric out by variable across models; their n is the metric's model-independent denominator (gold-filled for recall, gold-empty for hallucination) and is omitted for precision (emitted; model-dependent) and F1 (composite).

4.1 Overall (all countries, summed across fields)

Model n Accuracy Recall (filled) Precision Hallu. rate F1
gemini-3.1-flash-lite 17017 61.5% 57.8% ±0.5 57.4% ±0.5 30.3% 0.576
gpt-5.4-mini 17006 58.5% 58.7% ±0.5 54.2% ±0.4 41.9% 0.563
harvey 15158 61.7% 51.5% ±0.5 64.9% ±0.5 16.3% 0.574
harvey-2 15323 61.1% 48.3% ±0.5 68.6% ±0.5 11.4% 0.567
legora-1 13827 65.0% 52.5% ±0.5 73.6% ±0.5 8.7% 0.613
legora-2 13981 65.0% 52.7% ±0.5 73.3% ±0.5 9.1% 0.613

4.2 Recall (filled) by field (all countries)

Field n gemini-3.1-flash-lite gpt-5.4-mini harvey harvey-2 legora-1 legora-2
court_cost_awarded_nominal 501 63.9% 65.5% 57.9% 57.0% 70.1% 70.4%
defendant_no1_ISIC1_industry_category 1075 58.0% 64.7% 49.2% 33.7% 55.5% 50.7%
defendants_all_count 1505 76.9% 73.8% 71.6% 71.8% 66.6% 65.8%
dispute_value_nominal 708 56.4% 57.1% 47.0% 33.1% 34.7% 39.7%
legal_subject_judgement 1541 3.6% 4.9% 3.9% 0.7% 1.8% 2.2%
party_compensation_awarded_nominal 364 71.4% 67.3% 66.9% 63.1% 79.1% 79.7%
plaintiff_loosing_share 1323 71.3% 69.9% 71.4% 69.7% 69.3% 70.8%
plaintiff_no1_ISIC1_industry_category 865 54.1% 53.9% 41.8% 31.3% 36.8% 36.9%
plaintiffs_all_count 1532 88.8% 85.4% 74.9% 77.6% 70.5% 72.4%
trial_end_date 1487 67.6% 66.9% 65.0% 65.0% 77.8% 77.0%
trial_start_date 916 26.2% 41.6% 13.3% 15.1% 27.3% 27.2%

4.3 Precision by field (all countries)

Field gemini-3.1-flash-lite gpt-5.4-mini harvey harvey-2 legora-1 legora-2
court_cost_awarded_nominal 82.9% 72.9% 85.2% 83.7% 94.7% 94.8%
defendant_no1_ISIC1_industry_category 50.6% 52.1% 55.8% 51.1% 70.6% 65.1%
defendants_all_count 76.6% 80.3% 85.0% 84.6% 85.7% 88.5%
dispute_value_nominal 45.6% 42.3% 45.5% 46.7% 63.0% 63.2%
legal_subject_judgement 3.6% 4.9% 4.8% 1.3% 3.0% 3.7%
party_compensation_awarded_nominal 74.1% 55.9% 77.2% 75.9% 80.2% 79.7%
plaintiff_loosing_share 74.1% 68.6% 76.7% 85.2% 90.4% 85.6%
plaintiff_no1_ISIC1_industry_category 35.5% 35.2% 49.2% 48.2% 54.0% 55.8%
plaintiffs_all_count 89.1% 89.8% 88.6% 89.6% 94.5% 93.4%
trial_end_date 68.3% 71.1% 91.8% 85.9% 87.8% 88.2%
trial_start_date 58.8% 32.4% 57.1% 67.4% 78.7% 80.7%

4.4 Hallucination rate by field (all countries)

Field n gemini-3.1-flash-lite gpt-5.4-mini harvey harvey-2 legora-1 legora-2
court_cost_awarded_nominal 1046 4.1% 8.3% 1.9% 0.8% 0.9% 0.7%
defendant_no1_ISIC1_industry_category 472 65.9% 74.7% 37.3% 27.4% 22.4% 28.5%
defendants_all_count 42 90.5% 56.1% 48.6% 62.2% 37.1% 18.4%
dispute_value_nominal 839 44.0% 53.8% 32.9% 20.4% 12.3% 12.9%
legal_subject_judgement 6 83.3% 100.0% 83.3% 0.0% 16.7% 16.7%
party_compensation_awarded_nominal 1183 6.6% 13.6% 4.7% 4.9% 4.2% 4.5%
plaintiff_loosing_share 224 36.6% 55.2% 33.3% 15.9% 11.4% 16.3%
plaintiff_no1_ISIC1_industry_category 682 79.5% 80.5% 25.4% 18.8% 16.9% 14.8%
plaintiffs_all_count 15 100.0% 71.4% 83.3% 66.7% 28.6% 35.7%
trial_end_date 60 50.0% 44.1% 12.3% 14.0% 13.5% 13.2%
trial_start_date 631 9.7% 61.3% 4.4% 3.3% 3.6% 3.6%

4.5 F1 by field (all countries)

Field gemini-3.1-flash-lite gpt-5.4-mini harvey harvey-2 legora-1 legora-2
court_cost_awarded_nominal 0.722 0.690 0.689 0.679 0.806 0.808
defendant_no1_ISIC1_industry_category 0.540 0.578 0.523 0.406 0.621 0.570
defendants_all_count 0.768 0.769 0.777 0.777 0.750 0.755
dispute_value_nominal 0.504 0.486 0.463 0.387 0.447 0.488
legal_subject_judgement 0.036 0.049 0.043 0.009 0.023 0.028
party_compensation_awarded_nominal 0.727 0.611 0.717 0.689 0.797 0.797
plaintiff_loosing_share 0.727 0.692 0.740 0.767 0.784 0.775
plaintiff_no1_ISIC1_industry_category 0.429 0.426 0.452 0.379 0.438 0.444
plaintiffs_all_count 0.889 0.875 0.812 0.832 0.807 0.816
trial_end_date 0.679 0.690 0.761 0.740 0.825 0.822
trial_start_date 0.362 0.364 0.216 0.247 0.405 0.406

Appendix

Landis–Koch (1977) κ scale (for interpreting the ISIC κ)

κ Strength
< 0.00 Poor (worse than chance)
0.00 – 0.20 Slight
0.21 – 0.40 Fair
0.41 – 0.60 Moderate
0.61 – 0.80 Substantial
0.81 – 1.00 Almost perfect

Provenance

  • Pairwise agreement & kappa: legex/analysis/iaa.py (pairwise_agreement, write_kappa_audit_csv).
  • Alt-test: authors' reference implementation (github.com/nitaytech/AltTest) run via scripts/alt_test_reference.pyalt_test_reference_*.csv (see README).
  • Alt-test win/tie/loss decomposition: scripts/alt_test_decomposition.pyalt_test_decomposition.csv.
  • Tolerant comparator: legex/evaluation/comparison.py (values_agree, normalise).
  • Headline buckets: legex/analysis/aggregate.py over legex/evaluation.score_country.
  • This report: legex/analysis/report.py.