报告题目：Compactness on Multidimensional Steady Euler Equations
报告人：王天怡（副教授）武汉理工大学
时间：9：30--10：30
Abstract
In this talk, we will introduce the compactness framework for approximate solutions to subsonic-sonic flows governed by the steady compressible Euler equations in arbitrary dimension. Then, the incompressible limit will be presented. At the end of talk, we will show a interesting application to free boundary problem of steady Euler equations.
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自由讨论
时间：10：40--11：30
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报告二
报告题目：On the degenerate Monge-Ampere equations
报告人：唐岚（副教授）华中师范大学
时间：14：30--15：30
Abstract
we consider the Dirichlet problems of a class of degenerate Monge-Ampere equations and establish global C^{1, \alpha} regularity results for generalized solutions.
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报告三
报告题目：Existence, bifurcation and orbital stability results for the coupled nonlinear elliptic system with quadratic nonlinearity
报告人：王俊（教授）江苏大学
时间：15：30--16：30
Abstract
In this talk we consider the class of the coupled elliptic system with quadratic nonlinearity. This type of system is related to the Raman amplification in a plasma. On the one hand, we study the existence and bifurcation of the solutions of system. On the other hand, we prove the orbital stability and instability of the solutions.
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报告四
报告题目：Concentration phenomenon for an elliptic Dirichlet problem near high critical exponents
报告人：邓圣兵（教授）西南大学
时间：16：30--17：30
Abstract
In this talk, I will present some results about concentration phenomenon for an elliptic Dirichlet problem near high critical exponents, which concentrate along sub-manifold of the boundary. This is a joint work with F. Mahmoudi and M. Musso.
讲座预告
2019年数学物理方程研讨会会议通知
地 点： 新波谱楼12楼1217报告厅
时 间：2019年12月20日（周五）
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报告一
报告题目：Compactness on Multidimensional Steady Euler Equations
报 告 人：王天怡（副教授） 武汉理工大学
时 间： 9：30--10：30
Abstract
In this talk, we will introduce the compactness framework for approximate solutions to subsonic-sonic flows governed by the steady compressible Euler equations in arbitrary dimension. Then, the incompressible limit will be presented. At the end of talk, we will show a interesting application to free boundary problem of steady Euler equations.
――――――――――
自由讨论
时 间： 10：40--11：30
――――――――――
报告二
报告题目：On the degenerate Monge-Ampere equations
报 告 人：唐岚（副教授） 华中师范大学
时 间： 14：30--15：30
Abstract
we consider the Dirichlet problems of a class of degenerate Monge-Ampere equations and establish global C^{1, \alpha} regularity results for generalized solutions.
――――――――――
报告三
报告题目：Existence, bifurcation and orbital stability results for the coupled nonlinear elliptic system with quadratic nonlinearity
报 告 人：王俊（教授） 江苏大学
时 间：15：30--16：30
Abstract
In this talk we consider the class of the coupled elliptic system with quadratic nonlinearity. This type of system is related to the Raman amplification in a plasma. On the one hand, we study the existence and bifurcation of the solutions of system. On the other hand, we prove the orbital stability and instability of the solutions.
――――――――――
报告四
报告题目：Concentration phenomenon for an elliptic Dirichlet problem near high critical exponents
报 告 人：邓圣兵（教授） 西南大学
时 间： 16：30--17：30
Abstract
In this talk, I will present some results about concentration phenomenon for an elliptic Dirichlet problem near high critical exponents, which concentrate along sub-manifold of the boundary. This is a joint work with F. Mahmoudi and M. Musso.
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