AI Mathematical Proofs: Results, Understanding and Independent Review

Two Minute Papers8m 49s
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    Video summary

    Károly Zsolnai-Fehér illustrates two reported claims using triangular billiards and the transformation of planar regions into circular domains. He presents them as claims from a collection of AI-generated work and explicitly warns that his explanations simplify specialist mathematics; this video does not independently establish the proofs' correctness.

    Károly Zsolnai-Fehér contrasts mathematics as answer-finding with mathematics as understanding. A large, difficult-to-read proof might establish a result while offering little insight to a human reader, whereas distinct proofs of an existing theorem can still teach new ideas. His enthusiasm for model progress sits alongside that concern.

    Károly Zsolnai-Fehér questions concentrated access to the systems used for this work and argues for broader participation through open-weight models. A closing update reports three withdrawn papers after community feedback, reinforcing that impressive claims still need independent scrutiny rather than being treated as settled achievements.

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    Károly Zsolnai-Fehér wearing glasses and a blue top on the left beside the blue and white headline PROOFS NEED REVIEW against black. Framed in blue with WWW.ARTIFICIAL-INTELLIGENCE.VIDEO, 13 October 2026 and duration 8m 49s.

    Károly Zsolnai-Fehér uses reported AI-generated mathematical results to ask whether obtaining an answer is enough without understandable proofs and broad access to review.