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Department of Mathematics,
University of California San Diego

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Geometry Seminar, Math 258

Michele Caselli

Scuola Normale Superiore, Pisa

Geometric features of fractional minimal surfaces and their generalization to higher codimension

Abstract:

In this talk, I will explain why fractional (or nonlocal) minimal surfaces are ideal objects to which min-max methods can be applied on Riemannian manifolds. After a short introduction about these objects and how they approximate minimal surfaces, I will present a vision for the future on how to generalize this setting to higher codimension. 

Hosts: Luca Spolaor & Davide Parise

May 23, 2024

11:00 AM

APM 5829

Research Areas

Differential Equations Geometric Analysis Geometry and Topology

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