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AlphaEvolve problems·alphaevolve:62

The moving sofa problem

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Define $C$ to be the largest area of a connected bounded subset $S$ of $\\R^2$ that can continuously pass through an $L$-shaped corner of unit width (e.g., $[0,1] \\times [0,+\\infty) \\cup [0,+\\infty) \\times [0,1]$). What is $C$?

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qed.bot, “The moving sofa problem”, https://qed.bot/t/alphaevolve-62, as of 30 Sep 2026.

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