pseudolocality

From pseudo- +‎ locality.

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pseudolocality

1. (mathematics) The condition of being pseudolocal
   • 2015, Richard H. Bamler, “Compactness properties of Ricci flows with bounded scalar curvature”, in arXiv‎:

     The result has two main consequences: First, it implies that singularities in Ricci flows with bounded scalar curvature have codimension ${\displaystyle \geq 4}$ and, second, it establishes a general form of the Hamilton-Tian Conjecture, which is even true in the Riemannian case. In the course of the proof, we will also establish the following results: ${\displaystyle L^{p<4}}$ curvature bounds, integral bounds on the curvature radius, Gromov-Hausdorff closeness of time-slices, an ${\displaystyle \varepsilon }$-regularity theorem for Ricci flows and an improved backwards pseudolocality theorem..