Great Lakes Geometry Conference 2014

2014 年五大湖几何会议

基本信息

批准号：
1359662
负责人：
Gabor Szekelyhidi
金额：
$ 2.39万
依托单位：
University of Notre Dame
依托单位国家：
美国
项目类别：
Standard Grant
财政年份：
2014
资助国家：
美国
起止时间：
2014-04-01 至 2016-03-31
项目状态：
已结题

来源：
https://www.nsf.gov/awardsearch/showAward?AWD_ID=1359662&HistoricalAwards=false
关键词：
Great Lakes Geometry Conference 2014

项目摘要

The Great Lakes Geometry Conference 2014 will be held at the University of Notre Dame on April 26-27, 2014. The conference will feature a diverse range of topics in geometry and topology, although a common theme is the study of geometric and topological structures using partial differential equations. The conference will feature seven speakers, who are experts on different topics, ranging from the Ricci flow and Kahler-Einstein metrics, to gauge theoretic invariants of knots and symplectic manifolds. The conference will expose graduate students and early career researchers to new developments in these different areas.The Great Lakes Geometry Conference has been held annually in the Great Lakes region, and this conference will be the 13th in the series. The use of partial differential equations in geometry and topology has produced many spectacular advances, for instance the solution of the Poincare conjecture and understanding the topology of four dimensional manifolds. The conference will draw together seven well-known experts on a diverse range of topics in geometry and topology, who use techniques either directly or indirectly related to partial differential equations. We expect that a large number of graduate students and junior mathematicians will attend from Midwestern universities and beyond, and we encourage the participation of women and members of other under represented groups. In addition to exposing early career mathematicians to recent advances in geometry and topology we hope to foster interactions between different areas.The website for the conference is: www.nd.edu/~gszekely/GreatLakes

2014年大湖区几何会议将于2014年4月26日至27日在巴黎圣母院举行。该会议将以几何和拓扑的各种主题为特色，尽管一个共同的主题是使用部分微分方程对几何和拓扑结构进行研究。该会议将以七个发言人为特色，他们是不同主题的专家，从里奇（Ricci）流和卡勒·因斯坦（Kahler-Einstein）指标到衡量结的理论不变性和符号歧管。该会议将使研究生和早期职业研究人员在这些不同领域的新发展中揭露新的发展。在几何和拓扑中使用部分微分方程已经产生了许多壮观的进步，例如，庞加罗猜想的解决方案和理解四个维歧管的拓扑结构。该会议将汇集七个著名专家，讨论几何和拓扑的各种主题，他们使用与部分微分方程直接或间接相关的技术。我们预计，大量的研究生和初级数学家将从中西部大学及以后参加，我们鼓励妇女和其他代表的群体的参与。除了将早期的职业数学家暴露于几何和拓扑的最新进展外，我们还希望在不同领域之间促进互动。会议的网站是：www.nd.edu/~gszekely/greatlakes