Date | Jan 07, 2022 |
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Speaker | Dohyun Kwon |

Dept. | University of Wisconsin |

Room | 27-325 |

Time | 11:00-13:00 |

In this talk, we discuss the crystalline mean curvature flow with nonlocal forcing given by a volume constraint. We show that a natural geometric property, associated with reflection symmetries of the Wulff shape, is preserved with the flow. Based on the discrete-in-time approximation, we establish the global-in-time existence and regularity for a class of initial data with the reflection property. This talk is based on joint work with Inwon Kim (UCLA) and Norbert Pozar (Kanazawa University).

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