Is Toeplitz's conjecture (inscribed square problem) true?
6
170Ṁ1012031
80%
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The inscribed square problem asks whether every Jordan curve (continuous, closed curve in the plane that doesn't intersect itself) has an inscribed square, that is, a square with all four vertices on the curve. Toeplitz's conjecture answers this question in the affirmative.
This question is managed and resolved by Manifold.
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