Square Pegs Between Two Graphs.¶
Greene, J. E., & Lobb, A. (2026). Square Pegs Between Two Graphs. Commentarii Mathematici Helvetici.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Inscribed Square Problem
- Tao proved the conjecture when the curve is the union of two endpoint-matching graphs whose Lipschitz constants are strictly less than one; Greene and Lobb later extended the square conclusion to constants below \(1+\sqrt2\).
This sourceExtends the two-graph square theorem to Lipschitz constants below \(1+\sqrt2\) and uses Jordan Floer homology.
- Tao proved the conjecture when the curve is the union of two endpoint-matching graphs whose Lipschitz constants are strictly less than one; Greene and Lobb later extended the square conclusion to constants below \(1+\sqrt2\).
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