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学术报告:Global existence and blowup of solutions for the multidimensional sixth-order “good” Boussinesq equation
编辑:发布时间:2016年12月05日

报告人:徐润章教授

哈尔滨工程大学

报告题目:Global existence and blowup of solutions for the multidimensional sixth-order “good” Boussinesq equation

报告时间:2016年12月10日14:30

报告地点:实验楼105

联系人:王焰金教授

报告摘要:

This talk is concerned with the Cauchy problem of solutions for some nonlinear multidimensional “good” Boussinesq equation of sixth order at three different initial energy levels. In the framework of potential well, the global existence and blowup of solutions are obtained together with the concavity method at both low and critical initial energy level. Moreover by introducing a new stable set, we present some sufficient conditions on initial data such that the weak solution exists globally at supercritical initial energy level.

报告人简介:

徐润章,博士,现为哈尔滨工程大学理学院数学研究中心教授、博导。徐润章博士的研究方向为非线性发展方程、系统理论和非线性动力系统,其研究成果发表论文几十篇,发表在JFA、 Phys. D 、JMP、JDE等杂志。

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