偏分方程暑期课程Monge-Ampere equation

教师介绍

2003.9-2007.7山东大学本科 2007.9-2012.6中国科学技术大学博士导师：麻希南教授研究方向：非线性偏微分方程，几何分析现为浙江工业大学教师

本讲教师：陈传强
所属学科：理科
人　　气：16278

课程介绍

摘要：I will introduce the elliptic Monge-Ampere equation, and some topics are as follows 1. global estimates and Dirichlet problem 2. Pogorelov estimates and Bernstein theorem 3. Monge-Ampere measure and generalized solution 4. strict convexity and C^{1,alpha} estimate 5. C^{2, alpha} estimate （I) 6. C^{2, alpha} estimate (II) 7. W^{2,p} estimate (I) 8. W^{2,p} estimate (II)

20150724陈传强Monge-Ampere equationA.mp4

20150724陈传强Monge-Ampere equationB.mp4

20150725陈传强Monge-Ampere equationA.mp4

20150725陈传强Monge-Ampere equationB.mp4

20150727陈传强Monge-Ampere equationA.mp4

20150727陈传强Monge-Ampere equationB.mp4

20150728陈传强Monge-Ampere equationA.mp4

20150728陈传强Monge-Ampere equationB.mp4

20150728陈传强Monge-Ampere equationC.mp4

20150729陈传强Monge-Ampere equationA.mp4

20150729陈传强Monge-Ampere equationB.mp4

20150730陈传强Monge-Ampere equationA.mp4

20150730陈传强Monge-Ampere equationB.mp4

20150731陈传强Monge-Ampere equationA.mp4

20150731陈传强Monge-Ampere equationB.mp4

20150801陈传强Monge-Ampere equationA.mp4

20150801陈传强Monge-Ampere equationB.mp4

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