Formally proves mathematical statements and verifies Lean 4 code using Harmonic's Aristotle formal theorem prover.
Aristotle Prover is a specialized Claude Code skill designed to bridge the gap between natural language mathematical reasoning and rigorous formal verification. By integrating with Harmonic's Aristotle API, it allows users to translate informal math queries into Lean 4, fill 'sorry' stubs in existing Lean files, and verify complex properties like algorithm correctness, regret bounds, and convergence guarantees. This skill is essential for researchers and developers who require absolute mathematical certainty, providing either a verified proof or a counterexample for any given claim.
Key Features
01Detects counterexamples for incorrect mathematical claims
02Fills 'sorry' stubs in existing Lean source files
03Handles hybrid proofs combining Lean code with English hints
040 GitHub stars
05Generates and verifies Lean 4 formal proofs automatically
06Translates natural language math into optimal Aristotle prompts
Use Cases
01Verifying algorithm correctness and numerical method guarantees
02Formalizing natural language mathematical theorems into Lean 4
03Proving properties of estimators and machine learning regret bounds
