High score
Means the model is worth testing on your math domain, not that every shown derivation is correct.
Competition math, formal proofs, research-level problem solving, and verifiable reasoning. This page is a starting point, not proof. It turns public source rows into a task-specific candidate score, then shows where each model fits, which sources covered it, and what to check on your own tasks.
Start here when you need a math-model shortlist for quantitative reasoning, proof exploration, contest-style problems, tutoring, and solution checking.
Last updated: July 2, 2026
MethodologyWhat changed in this update
Use this for
Math candidates to verify on your own problem set.
Public rows
6 public sources · 21 models
Score snapshot
2026-07-02
Claude Fable 5
95.9
2026-07-02
Best for
Evaluate
Avoid
How to read this score
High score
Means the model is worth testing on your math domain, not that every shown derivation is correct.
Coverage gap
Contest math, proof, tutoring, and symbolic tasks should be checked separately before adoption.
Hands-on check
Score final answers and reasoning quality separately, then verify with known solutions or symbolic tools.
Validation playbook
Use this shortlist to pick finalists, then run a small, repeatable validation pass so the final choice matches your workflow, risk tolerance, cost target, and review policy.
Separate answer and reasoning
Grade the final answer and the derivation independently because a model can reach the right number with fragile or misleading reasoning.
Use domain examples
Test contest questions, proof-style prompts, tutoring explanations, and symbolic calculations separately if your product needs them.
Verify with tools
Check arithmetic, algebra, and edge cases with trusted answers, symbolic tools, or a second independent method.
Watch confidence
A model that cannot flag uncertainty or ask for missing assumptions is risky even when the explanation reads well.
All model candidates
Showing 21 models with at least one source score. Rows are ordered by Bayesian-smoothed adjusted score; missing source rows stay n/a instead of counting as zero.
Best fit
Best overall pick when formal proof and research math both matter.
Strong evidence: 5/6 sources · 90% confidence
Adjusted score
95.9
Model
98
Confidence
90%
Best fit
Fast math assistance and high-volume quantitative problem solving.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
91.2
Model
100
Confidence
65%
Best fit
Extended-reasoning math explanations and proof-style drafts.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
91.2
Model
100
Confidence
65%
Best fit
High-effort OpenAI math reasoning and contest-style problem solving.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
90.5
Model
99
Confidence
65%
Best fit
Strong math explanations and symbolic reasoning drafts.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
90.5
Model
99
Confidence
65%
Best fit
Careful math reasoning where slower thinking-mode review is useful.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
90.5
Model
99
Confidence
65%
Best fit
Long-context math prompts, multimodal math, and Google ecosystem workflows.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
90.5
Model
99
Confidence
65%
Best fit
High-effort OpenAI math runs when exact reasoning settings can be controlled.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.9
Model
98
Confidence
65%
Best fit
Premium math support and detailed solution review.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.9
Model
98
Confidence
65%
Best fit
Thinking-mode solution planning and multi-step derivations.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.9
Model
98
Confidence
65%
Best fit
Qwen math reasoning tests and cost-aware quantitative workflows.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.9
Model
98
Confidence
65%
Best fit
Long-context math reading and open-weight oriented comparison.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.9
Model
98
Confidence
65%
Best fit
Open-weight math shortlist testing and lower-cost deployment experiments.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.9
Model
98
Confidence
65%
Best fit
Preview-model Qwen math comparisons.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.2
Model
97
Confidence
65%
Best fit
Alternative math reasoning tests across structured prompts.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.2
Model
97
Confidence
65%
Best fit
Fast math drafting and lower-latency reasoning workflows.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.2
Model
97
Confidence
65%
Best fit
Reasoning-forward Kimi math prompts and long-context derivations.
Low evidence: 1/6 sources · 65% confidence
Adjusted score
89.2
Model
97
Confidence
65%
Best fit
Formal math and careful proof-style reasoning.
Full evidence: 6/6 sources · 100% confidence
Adjusted score
84.2
Model
84.2
Confidence
100%
Best fit
Hard math plus general advanced reasoning.
Strong evidence: 5/6 sources · 90% confidence
Adjusted score
82.5
Model
83.1
Confidence
90%
Best fit
AIME-style math and broad reasoning workflows.
Strong evidence: 5/6 sources · 90% confidence
Adjusted score
80.4
Model
80.8
Confidence
90%
Best fit
Competition math, long context, and multimodal math workflows.
Full evidence: 6/6 sources · 100% confidence
Adjusted score
78.3
Model
78.3
Confidence
100%
Decision guide
Related decisions
Questions
The first row has the strongest public math signals in this snapshot, but different math domains can favor different models.
Yes. High-scoring models still produce wrong steps or overconfident answers, so important results should be verified independently.
Use a private problem set with known answers, score final accuracy and reasoning quality separately, and include prompts from your actual use case.
Not always. Math requires answer accuracy, symbolic consistency, and step checking; a strong general reasoning model can still fail on specific math domains.
AI can help explain steps and generate practice, but students should verify answers and instructors should define where AI assistance is allowed.
Reasoning tasks often produce longer outputs and retries. Compare models with realistic prompts and final answer checks before choosing a default API model.
Method note
The first row has the strongest public-signal score for this query snapshot, but model choice should still account for price, latency, privacy, context length, tool access, safety settings, and your own benchmark prompts. Use this page to reduce the search space, then run a small evaluation on your tasks before making one your default. When speed, RAM, or offline use matters, check the machine-specific test records first. See the methodology and editorial policy for source selection and correction standards.