题目（Title）：Asymptotic Expansion at Infinity of Exterior Solutions to Lagrangian Mean Curvature Equations
报告人（Speaker）：保继光 教授（北京师范大学）
报告时间（Time）：2020年8月25日上午 9：00（北京时间）
方式（Online）：Zoom会议 ID: 696 1544 3190（密码：623317）
摘要（Abstract）：We obtain the asymptotic expansion of solutions under quadratic growth condition of a class of Lagrangian mean curvature equations 
in exterior domain, where 
satisfies a given asymptotic behavior at infinity. When 
is a constant-near infinity, it is not necessary to demand the quadratic growth condition anymore. These results are a kindof exterior Liouville theorem, and can also be regarded as an extension of theorems of Pogorelov, Flanders and Yuan on Monge-Ampere equations and special Lagrangian equations.
报告人简介：保继光，二级教授，博士生导师。主要研究方向为偏微分方程，主要涉及几何、材料和生物等领域，在Archive for Rational Mechanics and Analysis, Calculus of Variations and PDE's, Advance in Mathematics, Journal of Functional Analysis, American Journal of Mathematics和Transactions of the American Mathematical Society等国际高水平刊物上发表70余篇论文。
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数学与统计学院
2020年8月25日
