题目：Effective Geometric Motions of Ginzburg--Landau Equations with Potentials of High-dimensional Wells  

报告人：刘豫宁，上海纽约大学

报告地点：东区第五教学楼5202

报告时间：7月2日，16：00

摘要：We shall discuss the co-dimensional one interface limit and geometric motions of parabolic Ginzburg--Landau systems with potentials of high-dimensional wells. In particular combining modulated energy methods and weak convergence methods, we derive a sharp interface limit and the limiting harmonic heat flows in the inner and outer bulk regions segregated by the sharp interface.