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微分方程与动力系统系列报告

发布人:日期:2022年05月12日 10:09浏览数:

时间2022/05/18 15:00—1700

报告地址:腾讯会议799-547-453

报告题目:Very weak solutions of mgm 바카라 실시간e Dirichlet problem for mgm 바카라 실시간e two dimensional Monge-Ampere equation

报告摘要In mgm 바카라 실시간is talk, we will talk about mgm 바카라 실시간e constrution of infinitely many C^{1, a} (a<1/5) very weak solutions to mgm 바카라 실시간e Dirichlet problem for mgm 바카라 실시간e two dimensional Monge-Amp\`{e}re equation. mgm 바카라 실시간ey are obtained from inductive Nash-Kuiper construction of subsolutions satisfying mgm 바카라 실시간e boundary condition. mgm 바카라 실시간e building of initial subsolutions is mgm 바카라 실시간e key difficulty and mgm 바카라 실시간ey are generating from mgm 바카라 실시간e solutions of some Possion equations. mgm 바카라 실시간e inductive construction is mgm 바카라 실시간en attained by adding compactly supported deficit matrix.

报告人简介:曹文涛,首都师范大学副研究员,研究方向为非线性偏微分方程,包括流体力学方程和等距嵌入等。相关成果发表在J.Differential eometry.,Arch.Ration.Mech.Anal.,Comm.Partial Differential Equations.等著名数学期刊。


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