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A distributional approach to nonlocal curvature motions

by Prof. Massimiliano Morini

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This is my image.
This is my image.

16:00-17:00 Monday, 31 March 2025
Auditorium, Rectorate



Abstract

After reviewing the distributional approach recently developed to provide a well-posed formulation of the crystalline mean curvature flow, we show how to extend it to some nonlocal motions. Applications include the fractional mean curvature flow and the Minkowski flow; i.e., the geometric flow generated by the $(n-1)$-dimensional Minkowski pre-content.