Bi-Lipschitz Coordinates at Regular Points of Noncollapsed RCD Spaces
We resolve the regular-point bi-Lipschitz conjecture in the noncollapsed setting. For every integer n ≥ 2 and every real K , every regular point of a noncollapsed $\mathrm{RCD}(K,n)$ space has an open neighborhood bi-Lipschitz homeomorphic to an open subset of ℝ n . The bi-Lipschitz constant depends only on n , and the neighborhood uses the restricted ambient distance.
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