proof-writer

To convert a mathematical proof sketch into a rigorous theorem proof, provide the exact claim and stated assumptions. The system completes missing steps, formalizes the sketch, and ensures every nontrivial implication is explicitly justified.

When a theorem cannot be proven from its stated assumptions, the system performs feasibility triage to identify the blockage. It then either minimally weakens the claim to make it provable or produces a blockage report explaining what cannot be justified.

Yes, you can verify proofs in ML theory by submitting the theorem statement and assumptions. The system normalizes the exact claim, checks for quantifier or assumption issues, and validates whether the result logically follows from the given premises.

To fix quantifier issues and gaps in a mathematical lemma, submit the lemma along with its intended assumptions. The system normalizes the claim, identifies missing implications, and repairs the statement by adding necessary extra assumptions for logical validity.

The best way to generate an appendix-ready proof document is to submit the theorem and assumptions for formalization. The system writes a structured proof package featuring a dependency map, numbered steps, and explicit boundary-case handling.

You do not need a complete proof draft; you can simply submit the exact theorem statement and assumptions. The system will perform feasibility triage and build the rigorous proof from scratch or complete any partial sketch you provide.