学术报告
Existence, uniqueness and smoothing effect in Gevrey space for Prandtl equation - 梁星亮博士（陕西科技大学）
作者：
时间： 2017-11-21
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题目：Existence, uniqueness and smoothing effect in Gevrey space for Prandtl equation
报告人：李维喜 教授 (武汉大学)
摘要：In the talk I will present the recent results on the well-posedness for 2D and 3D Prandlt equation.
1) Introduction to the space of Gevrey functions and abstract Cauchy-Kowalewski (ACK) theory for Gevrey function space
2) Existence and uniqueness for 2D Prandtl equation with non-degenerate critical points
3) Existence and uniqueness for 3D Prandtl equation with one component of tangential velocity field satisfying the monotonicity assumption.
4)Global Hypoellipticity and Smoothing effect for 2D Prandtl equation under the monotonicity assumption.
时间：11月21日（周二）上午9：30-11:30
地点：首师大校本部新教二楼527
时间：11月23日（周四）上午9：30-11:30
地点：首师大校本部新教二楼201
欢迎全体师生积极参加！
