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A strong min-max property for level sets of Phase Transitions by Silva, Érico Melo is a scholarly article available to read on EtoBox.

What is A strong min-max property for level sets of Phase Transitions about?

We show that certain functions whose nodal sets lie near a fixed nondegenerate minimal hypersurface satisfy a strong min-max principle for the Allen--Cahn energy which is analogous to the strong min-max principle for non-degenerate minimal hypersurfaces first proved by Brian White.

Author

Silva, Érico Melo

Published

2023

Language

EN