Multi-subject, multi-step scoring requires consistent partial credit across grading conventions. We introduce TeachGrade, a training-free framework using teacher-graded examples. The Task Adapt module builds two frozen memories: Skill captures contextual teacher preferences beyond the rubric; CaseBank supplies local evidence. PreJudge provides retrieval cues; FinalJudge regrades the answer without preliminary scores. On 3,829 SAS-Bench answers across 12 tasks, official macro collaborative consistency score (CCS) rises from Native's 67.99 to 81.32 (+13.33 points), and pooled step exact match from 54.85% to 62.71%. Macro quadratic weighted kappa (QWK) reaches 84.71, exceeding Native, OpenJudge, ProofGrader, and Trojsten by 9.52, 3.50, 11.37, and 17.43 points, respectively, and leading on 8 tasks. Local Qwen3.8-27B gains 8.83 CCS and 4.08 QWK points, improving CCS on all 12 tasks. QWK gains over Native span 6.38--14.65 points on Portuguese automatic essay scoring (AES) and 2.16--2.24 on ASAP-SAS across label views, with lower mean absolute error. These results support reuse across languages, response formats, and backbones without weight updates.
Figures & tables
Figure 1: Fine-grained scoring and cross-subject applicability. Top: evaluated workflows. Bottom: macro CCS/QWK and five largest subject-wise QWK gains over the best external adapter (one task per subject). Native directly scores current-question inputs without teacher cases, Skill, or retrieval; all use DeepSeek-V4-Flash. Tables 2 – 3 cover all 12 tasks.
Figure 2: Offline adaptation and online evidence-guided grading. The Task Adapt module specifies both memories; PreJudge guides retrieval; FinalJudge regrades without preliminary scores. Native directly scores current-question inputs without teacher cases, Skill, or retrieval. Model outputs use DeepSeek-V4-Flash. The mathematics example improves step credit at an unchanged total; teacher labels are post-hoc audit data.
Information
Content and online role
Rubric
Current-question requirements, conditions, and points; governs both judgments.
Skill St
Teacher-derived condition–action preferences; shared guidance for both Judges.
CaseBank Rt
Local teacher observations of completion and boundaries; evidence for FinalJudge.
Table 1: Complementary scoring requirements and teacher memories.
Task
n
Native ( 2026 )
Trojsten ( 2025 )
ProofGrader ( 2026 )
OpenJudge ( 2025 )
TeachGrade
Physics S.A.
100
62.98
28.44
43.30
68.05
69.83
History S.A.
620
89.30
86.54
90.67
90.18
90.07
Physics M.C.
90
82.19
38.35
80.34
83.88
92.72
Geography S.A.
120
62.55
64.87
59.18
61.78
64.94
Biology F.B.
556
89.43
83.34
87.21
93.08
94.13
Chinese F.B.
119
90.93
85.98
77.77
94.14
97.48
Table 2: Task-level SAS-Bench QWK. Baselines: Native ( Lai et al., 2026 ) , Trojsten ( Zahradník and Šuppa, 2025 ) , ProofGrader ( Ma et al., 2026 ) , and OpenJudge ( The OpenJudge Team, 2025 ) . Bold indicates the highest point estimate per row. Avg. is the unweighted task mean. Question types are defined in Section 4.1 ; baseline configurations in Section 4.2 .
Metric
Native
TeachGrade
CCS ↑
67.99
81.32
QWK ↑
75.19
84.71
MAE ↓
1.548
1.248
RMSE ↓
2.301
1.907
Exact ↑
37.61
45.92
Table 3: Equal-task averages for Native and TeachGrade. MAE, RMSE, and exact match refer to totals; CCS uses the official implementation.
Setting
QWK
CCS
MAE
RMSE
Exact
Full TeachGrade
80.18
75.39
1.4448
2.2006
32.66
Raw teacher few-shot
73.33
66.89
1.8042
2.6259
25.54
Retrieved examples
76.03
70.34
1.6240
2.4178
28.01
Without rubric
78.07
74.66
1.5864
2.3647
30.76
Total-only teacher labels
75.39
74.82
1.5394
2.3333
27.91
Table 4: Input and supervision controls on four tasks and 1,306 answers. Full is the complete TeachGrade workflow; task-level results and call counts appear in the appendix.
Dataset/view
n
QWK
Gain
MAE
Portuguese all-raters
216
57.69 64.07
+6.38
173.704 132.963
Portuguese median-gold
72
58.39 73.04
+14.65
158.889 104.444
ASAP-SAS Score1 Avg.
1504
52.74 54.90
+2.16
0.401 0.380
ASAP-SAS Score2 Avg.
1504
50.94 53.18
+2.24
0.424 0.393
Table 5: Cross-benchmark comparisons. Each metric cell lists Native above TeachGrade; bold marks the better value. Native scores directly without teacher memories. Portuguese all-raters contains 216 ratings of 72 essays. Gain is the QWK difference.
Task
n
QWK
CCS
Native
Teach Grade
Native
Teach Grade
Physics S.A.
100
63.60
66.07
45.09
60.83
History S.A.
620
91.54
92.03
83.29
91.07
Physics M.C.
90
84.95
95.99
82.60
97.03
Geography S.A.
120
60.75
61.01
55.72
59.41
Biology F.B.
556
91.91
95.00
75.82
91.12
Table 6: Local Qwen3.8-27B on the same evaluation cohort. Native is direct base-model scoring without teacher memories. Bold marks the better value in each metric pair; Avg. gives the equal-task mean.
Appendix figures & tables15 assets
Supplementary material from the paper’s appendix.
Appendix
Task
Full
Raw few-shot
Retrieved
No rubric
Total only
Physics S.A.
69.83
60.96
65.86
62.73
68.77
Math S.A.
86.14
85.18
85.38
86.79
83.72
Politics S.A.
92.24
84.34
89.39
90.42
93.86
English F.B.
72.52
62.83
63.49
72.36
55.19
Appendix
Table A1: Task-level QWK for the four-task controls. Bold marks the best value per task.
Task
Full
Raw few-shot
Retrieved
No rubric
Total only
Physics S.A.
60.14
52.55
58.29
59.52
67.39
Math S.A.
80.73
70.99
74.36
81.08
73.32
Politics S.A.
86.30
78.34
84.27
85.42
85.70
English F.B.
74.37
65.68
64.45
72.61
72.85
Appendix
Table A2: Task-level CCS for the four-task controls under the official frozen-order protocol.
System
Knowledge K
QWK ↑
CCS ↑
MAE ↓
SAS-Bench Native
0
81.26
66.63
–
Adaptive K10
10
84.93
78.16
1.307
Adaptive K20
20
86.80
80.88
1.163
Adaptive K30
30
85.91
80.60
1.179
Adaptive K40
40
86.03
80.64
1.219
Appendix
Table A3: Teacher-pool sensitivity on a shared mathematics development cohort, not pooled with the final mathematics evaluation.
Task
n
N QWK
O QWK
A QWK
N CCS
O CCS
A CCS
Physics S.A.
100
62.98
58.68
69.83
52.26
58.54
60.14
History S.A.
620
89.30
87.81
90.07
80.98
88.20
89.74
Physics M.C.
90
82.19
91.37
92.72
86.96
90.97
93.68
Geography S.A.
120
62.55
61.07
64.94
56.15
60.65
62.85
Biology F.B.
556
89.43
93.86
94.13
72.74
90.02
90.07
Chinese F.B.
119
90.93
98.22
97.48
86.07
95.78
94.85
Appendix
Table A4: Complete Native (N), Original (O), and final Adaptive (A) comparisons. Adaptive is the final TeachGrade system.
Figure A1: Task-level QWK differences between Original and the final adaptive system. Positive and negative values indicate improvement and decline. Values correspond to Table A4 .
Group
System
QWK ↑
CCS ↑
MAE ↓
RMSE ↓
Open humanities
Native
80.91
68.81
1.999
2.764
Open humanities
Original
73.57
73.51
2.442
3.421
Open humanities
Adaptive
81.49
78.35
1.945
2.687
Structured science
Native
73.98
65.84
1.125
1.852
Structured science
Original
91.00
88.73
0.778
1.327
Structured science
Adaptive
91.14
88.09
0.744
1.305
Appendix
Table A6: Internal development comparison of open-ended humanities and structured-science tasks.
Evidence in the student answer
Teacher
Original
Adaptive
Counters attempts to discredit heroes using sound values, historical facts, and core values
6
4
6
Defends heroes by reconstructing history, identifying misinformation, and promoting the national spirit
6
4
6
Calls for learning from and practicing the spirit of heroes
3
2
3
Total
15
10
15
Appendix
Table A7: Step evidence and scores for Political_ShortAns_79. Text summarizes the original answer’s meaning. Bold highlights corrected scores matching the teacher.
Dimension
Original TeachGrade
Adaptive TeachGrade
Credit unit
Generic task-level point-based guidance
Defines key principles in the current reference as credit owners
Equivalence
Allows similar meanings without evidence-specific scope
Credits equivalent statements; excludes incorrect principles or confused concepts
Contrasts
Cases primarily record the teacher’s awarded points
Records higher/lower boundaries , supporting and contrasting cases, and confidence markers
Duplication and dependency
Generic Skill warns against duplicate credit
Counts repeated owners once ; propagates earlier errors only with supporting evidence
Score scale
Historical points may implicitly anchor the current score
Transfers completion fractions under the current budget
Appendix
Table A8: Original and adaptive scoring representations; neither changes the question-specific rubric. Bold highlights the adapted representation’s key distinctions.
Metric
PreJudge
FinalJudge
Gain and 95% interval
Avg. QWK
83.69
84.71
1.02[−0.28,2.35]
Avg. total MAE
1.3378
1.2479
0.09[0.04,0.13]
Avg. total exact match
43.38
45.92
2.54[0.83,4.23]
Pooled step MAE
0.6176
0.6012
0.0164 (see Table A10 )
Pooled step exact match
60.09
62.71
2.62[1.87,3.34]
Appendix
Table A9: Full paired regrading audit. Gains are oriented toward improvement; QWK’s interval includes zero.
Small language models can grade open-ended examination answers as reliably as substantially more expensive models when they grade against an explicit rubric. We test this claim as the design principle behind any-to-bench: a frontier model reads source documents once, at ingestion, to extract each question and its rubric; lower-cost models then perform all repeated grading work. We evaluate six cost-efficient model configurations from two model families at three reasoning-effort levels. Each configuration answers 24 open-ended examination questions, and each also grades every answer sheet three times, yielding 3,456 per-question grades. Scores depend overwhelmingly on the answer being graded: answer identity explains 95.6% of score variance, whereas judge identity explains only 0.2%. Raising a writer's reasoning effort moves earned scores by as much as 0.143 of full marks, while raising a judge's reasoning effort moves assigned scores by at most 0.006. Six frontier-tier judges, added as a check, reproduce these scores and are no more reliable as a panel. Two ablations then decompose the rubric on the same questions and answers. Removing its criteria and levels while keeping the official answer changes nothing measurable. Removing the official answer as well collapses reliability (ICC 0.888 to 0.628), inflates scores, and makes judge reasoning effort matter again. The rubric is what decouples grading from judge intelligence, and within the rubric the official answer does nearly all the work. We find no evidence of length preference or same-family preference under rubric-anchored grading.
Automatic Short Answer Scoring (ASAS) is central to NLP for Education. However, openly available benchmarks remain scarce, and existing datasets largely address how well students answer a question directly rather than how well they master underlying concepts (knowledge elements) such as thermal energy or epistemic activities (skills) such as reasoning or claim. To address this gap, we introduce Alice, a large-scale, rubric-based German ASAS dataset that is pedagogically aligned and comprises three subtasks: (i) learning performance (Alice-LP), (ii) knowledge elements (Alice-KE), and (iii) skills (Alice-SK). We further formulate rubric-based ASAS as a rubric-retrieval task and benchmark the dataset with a range of language models, from encoder-only models to lightweight LLMs. We also benchmark the dataset with zero-shot prompting via LLMs and a standard classification baseline. The experiments show that LLMs, in particular, struggle to score knowledge elements and skills in the zero-shot setting. They also indicate that rubric text is often useful, especially for Alice-KE and Alice-SK, while on Alice-LP gains over sample-solution-focused inputs are more modest and vary by model and input format.
Zhifan Sun, Sebastian Gombert, Jannik Lossjew +6
DIPF | Leibniz Institute for Research and Information in Education · IPN | Leibniz Institute for Science and Mathematics Education · Umeå University +1
Reliable rubric grading requires more than accurate score prediction. Each judgement must be grounded in the mark scheme and evidence from the student answer. Existing credit-assignment and intervention methods, primarily designed for self-contained reasoning tasks such as mathematics reasoning, struggle in this setting because they do not identify where grading reasoning goes wrong or how the model's belief about the final mark changes during reasoning. We propose Evidence-Diagnosed Intervention Training (EDIT), a two-phase framework for training more rubric-faithful LLM graders. First, EDIT-SFT locates problematic reasoning steps using internal model signals: posterior belief over the final mark and input-grounding scores. It then revises only these local steps with help from a rubric checklist. Second, EDIT-RL calibrates the grader with belief-guided reward shaping, penalising large harmful belief drifts while still allowing helpful exploration. Experiments on two real-world, multi-subject grading benchmarks demonstrate that EDIT consistently outperforms strong supervised fine-tuning and reinforcement learning baselines on both in-domain and out-of-domain splits, with ablation studies confirming that internal-state diagnostics drive these gains. Under deterministic rubric-edit interventions, EDIT-SFT is the most rule-responsive of all evaluated systems, and EDIT-RL largely retains this responsiveness while improving accuracy.
Zhihao Wu, Linhai Zhang, Taiyi Wang +4
1King’s College London · University of Cambridge · 3AQA +1