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A classification problem for 3rd order PDEs via differential systems
时间:2016年12月08日 15:28 点击数:

报告人:涉谷一博

报告地点:数学与统计学院317室

报告时间:2016年12月17日星期六16:00-17:00

邀请人:

报告摘要:

 The theory of differential systems(distributions) is the geometry of subbundles of the tangent bundle of manifolds. It is well studied that differential systems corresponding to second order partial differential equations with two independent and one dependent variables.

 In this talk, we will consider differential systems corresponding to overdetermined systems of 3rd order partial differential equations with two independent and one dependent variables and give a relationship between the differential systems and rank 4 differential systems. Moreover, we discuss about singularities of differential equations and singularities of solutions of differential equations.


主讲人简介:

涉谷一博是日本广岛大学的副教授,2009年毕业于日本北海道大学。所研究领域是微分形式的几何学研究。

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