题目：The Structure of Non-Collapsing Ricci Limit Spaces
摘要：Let us consider a sequence of pointed n-manifolds with uniform Ricci curvature lower bound and uniform volume lower bound. By Gromov's pre-compactness theorem, up to a subsequence would converge in Gromov-Hausdorff sense to a metric space (X, d, p).
In this talk we will consider the structure of such metric space X and some applications. We will first introduce the results of Cheeger-Colding, and then discuss our recent improvement. This is based on a joint work with Professors Jeff Cheeger and Aaron Naber.
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