aristotle-emulator

To generate a Lean 4 proof skeleton from an informal outline, provide a theorem statement and the outline to guide the creation of an initial lean_proof.lean file. The workflow then attempts Lean compilation via lake build to start iterative verification.

Automated formal verification for Lean theorem proving is the process of iteratively generating Lean code from natural-language outlines and validating it using the Lean kernel. This approach incrementally refines lemmas and structure until lake build verification succeeds.

The Aristotelian proof workflow minimizes manual intervention by autonomously orchestrating planning, Lean coding, and verification cycles. It iteratively refines the Lean code based on lake build feedback until the Lean kernel successfully verifies the proof.

Yes, you can use lake build to iteratively verify Lean proof sketches by attempting Lean compilation after each refinement. The workflow validates generated skeletons against the Lean kernel and automatically adjusts the code until verification succeeds.

The best way to automate Lean 4 lemma refinement is to use an AI-assisted workflow that iterates over planning and Lean coding cycles. It incrementally refines lemma structures by validating each change against the Lean kernel through lake build.