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Geometric variational methods to (not only) scalar curvature problems

By Chao Li

Appears in collection : Not Only Scalar Curvature Seminar

In this talk I will review the application of geometric variational problems (e.g. minimal surfaces) to the study of curvature conditions. I will start with the Schoen-Yau dimension descent approach to scalar curvature problems, and discuss recent extensions with applications to other curvature conditions.

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