math-olympiad

Olympiad math proof verification uses 12 specific failure pattern checks with dual context isolation to catch hidden logical gaps missed by standard self-verification. It adversarially checks solutions across inequality, number theory, combinatorics, and geometry problems.

Yes, AI can solve IMO competition math problems by running multiple parallel solver attempts followed by adversarial verification. It returns a rigorously checked solution or an honest abstention if no confident solution exists.

The best way to generate counterexamples for competition math solutions is using pattern-specific adversarial checks. This Skill applies asymmetric voting and calibrated abstention to ensure high conditional accuracy when testing olympiad-style problem outputs.

Yes, this math problem solver compiles verified correct proofs into clean, readable LaTeX documents. Optional PDF compilation is also available if a LaTeX compiler is installed in your environment.

Calibrated confidence handles unsolved math olympiad problems by admitting when no confident solution exists rather than outputting a wrong answer. It provides partial progress notes for unsolved problems to avoid bluffing.

This solver supports competition math problems from the IMO, Putnam, USAMO, and AIME. It handles olympiad-style inequality, number theory, combinatorics, and geometry problems with rigorous adversarial verification.