Ricci Limit Spaces are Semi-Locally Simply Connected

Explore a 41-minute conference talk by Jikang Wang from BIMSA at ICBS2024, delving into the properties of Ricci limit spaces. Examine the convergence of Riemannian n-manifolds $(M_i,p_i)$ with Ricci curvature bounded below by -(n-1) to a Ricci space $(X,p)$ in the pointed Gromov-Hausdorff sense. Discover the proof that X is semi-locally simply connected and gain insights into the fundamental group of X. Enhance your understanding of geometric analysis and topology through this advanced mathematical discussion.

Jikang Wang: Ricci limit spaces are semi-locally simply connected #ICBS2024