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Use Aristotle to complete Lean 4 proofs, verify lemmas, and formalize text.
Copy the install command and let the AI configure it · recommended for beginners
No copy-paste install info for "Aristotle MCP Server" yet — see the docs or source repo.
Please complete the proof for the following Lean 4 theorem and return compilable code: theorem add_zero_right (n : Nat) : n + 0 = n := by
Returns completed Lean 4 proof code that can be compiled and verified directly.
Please check whether this Lean 4 lemma can be proven; if not, explain the issue and suggest a workable revision: lemma mul_comm_example (a b : Nat) : a * b = b * a := by
Provides the proof result, possible error causes, and a corrected lemma or proof suggestion.
Formalize this statement as a Lean 4 theorem and provide a proof if possible: 'If n is even, then n squared is even.'
Outputs the corresponding Lean 4 theorem, required assumptions, and a verifiable proof sketch or full proof.
Compile and verify Lean 4 proofs and theorems through MCP tools.
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Run first-order theorem provers with session management and TPTP export.
Interact with ACL2 to prove theorems, evaluate expressions, and debug proofs.
Prove geometry theorems from AG2 inputs and return symbolic proof status.
Validate AI-generated code with browser tests, evidence capture, and smart diagnostics.