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A Galois Connection Proof of the Full-Dimensional Kakeya Conjecture --- Geometric Superposition Overflow Necessarily Locked by Fourier Spectral Rigidity
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August 01, 2026 09:24
A Galois Connection Proof of the Full-Dimensional Kakeya Conjecture --- Geometric Superposition Overflow Necessarily Locked by Fourier Spectral Rigidity
The Kakeya conjecture asserts that in \(\mathbb{R}^n\), any set (a Kakeya set) containing a unit line segment in every direction has Hausdorff dimension and Minkowski dimension equal to \(n\). This …
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Version 1
July 28, 2026 21:41
全维挂谷猜想的伽罗瓦连接证明——几何叠加溢出被傅里叶谱刚性锁定的必然导出
The Kakeya conjecture asserts that in \(\mathbb{R}^n\), any set (a Kakeya set) containing a unit line segment in every direction has Hausdorff dimension and Minkowski dimension equal to \(n\). This …
✓ Reviewed