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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Joint Differential Geometry Seminar
Otis Chodosh
Properties of Allen--Cahn min-max constructions on 3-manifolds
Abstract:
I will describe recent joint work with C. Mantoulidis in which we study the properties of bounded Morse index solutions to the Allen--Cahn equation on 3-manifolds. One consequence of our work is that a generic Riemannian 3-manifold contains an embedded minimal surface with Morse index p, for each positive integer p.
Organizers: UCI-UCR-UCSD
May 8, 2018
3:40 PM
UCR - Surge 284
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