On minimizers and critical points for anisotropic isoperimetric problems
Ponente: Robin Neumayer
Institución: Northwestern University
Tipo de Evento: Researcher
Institución: Northwestern University
Tipo de Evento: Researcher
When |
Apr 03, 2018
from 11:00 AM to 12:00 PM |
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Where | Salón Graciela Salicrup |
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Anisotropic surface energies are a natural generalization of
the perimeter that arise in models for equilibrium shapes of
crystals. We discuss some recent results for anisotropic isoperimetric
problems concerning the strong quantitative stability of minimizers,
bubbling phenomena for critical points, and a weak Alexandrov theorem
for non-smooth anisotropies. Part of this talk is based on joint work
with Delgadino, Maggi, and Mihaila.