数学科学学院

Interface Dynamics in a Two-phase Tumor Growth Model

来源:数学科学学院 发布时间:2021-05-11   629

报告人:童嘉骏(Hedrick Assistant Adjunct Professor,UCLA)

时间:2021年5月11日,周二10:45-11:45

地点:欧阳楼314


Abstract: We study a two-phase tumor growth model in two space dimensions, where proliferation of the tumor cells leads to expansion of the tumor domain and migration of surrounding normal cells into the exterior vacuum. Instead of considering evolution of cell densities, our focus will be on the dynamics of two moving interfaces in the model that separate the tumor, the normal tissue, and the exterior vacuum. We will discuss well-posedness results on the interface evolution starting from a nearly radial initial configuration, under an assumption which is in line with the well-known Rayleigh-Taylor condition. We will briefly discuss possible ill-posedness scenarios when these conditions are violated, as well as implications of our results on further analysis of the tumor growth models. This is joint work with Inwon Kim. 


腾讯会议链接:https://meeting.tencent.com/s/UNQTSFVy19bF

会议 ID:932 901 393

联系人:王伟(wangw07@zju.edu.cn)


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