On a new Omori-Yau maximum principle for harmonic maps | BIMSA Differential Geometry Seminar

Time：2024-03-25 Mon 15:15-16:15

Venue：A3-4-301 ZOOM: 928 682 9093 BIMSA

Organizer：Lynn Heller, Sebastian Heller, Kotaro Kawai

Speaker：Renan Assimos Leibniz Universitt Hannover

Abstract：

By introducing a concept generalising several convexity notions we obtain a new Omori-Yaumaximum principle for harmonic maps defined on a stochastically complete manifold. Some of theapplications of this new maximum principle include conformal harmonic maps. an adaptation of aconiecture of Calabi, harmonic immersions with certain energy bounds, wedge theorems forminimal submanifolds of lRn.

DATEMarch 25, 2024

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