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Kowalski–Preiss conjecture on locally uniform hypersurfaces
Let $\mathcal M\subset\mathbb R^{n+1}$ be a connected smooth hypersurface. Suppose that … for every $x\in\mathcal M$ and every sufficiently small $r>0$ . Kowalski–Preiss conjecture.…
Conjectureopengeometric-measure-theory quadrics uniform-measuresarXiv posted 2 days ago

Kowalski–Preiss conjecture on locally uniform hypersurfaces