中科院数学与系统科学研究院
数学研究所
学术报告
偏微分方程研讨班
报告人：张启迪 (University of British Columbia)
题 目：Trichotomy dynamics of the 1-equivariant harmonic map flow
时 间：2023. 07.06（星期四）14:30-16:30
地 点：数学院南楼N208
摘 要：Profile decomposition is an intriguing phenomenon for the critical energy harmonic flow. It is a natural question to ask which configuration of bubbles is possible in the decomposition. Inspired by the formal analysis of Fila-King for the critical heat equation, we construct global solutions for the harmonic map flow in the 1-equivariant class, with global growing, bounded and decaying dynamics.
This is joint work with Juncheng Wei and Yifu Zhou.
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