The 20th Midwest Geometry Conference

第20届中西部几何会议

• 批准号: 1447008
• 负责人: Shihshu Walter Wei
• 金额: $ 3万
• 依托单位: University of Oklahoma Norman Campus
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2015
• 资助国家: 美国
• 起止时间: 2015-02-15 至 2017-01-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1447008&HistoricalAwards=false
• 关键词: 20th; Midwest; Geometry; Conference

The Midwest Geometry Conference is taking place at the University of Oklahoma on January 17-18, 2015. The conference is designed to enhance both the educational and the research opportunities of the active community of mathematicians working in the field of geometry in the Midwest and the surrounding states. This award supports participation in the conference, which features a wide spectrum of research topics of current interest. The main aim is to create a focused environment, conducive to a lively exchange of ideas, in which members of this regional community can benefit from each other's ideas, and from contact with leading geometers from outside the region.The conference will highlight recent developments and new research directions in a number of areas that include: p-harmonic geometry, Lie groups and geometric representation theory, Lp cohomology and nonlinear Hodge theory, geometry and topology of submanifolds, uniqueness in analysis, geometry and topology, geometric flows, stable minimal varieties, complex and Riemannian geometry, metric and differential geometry, conformal geometry, algebraic geometry, geometric measure theory, partial differential equations, geometric function theory, several complex variables, symplectic geometry, mathematical physics, and related problems. Both well-established researchers and promising junior researchers in the field will present talks at the meeting. More information can be found on the conference web pagehttp://www.math.ou.edu/mgc20/

中西部几何会议将于2015年1月17日至18日在俄克拉荷马州大学举行。该会议旨在提高教育和数学家的工作在中西部和周边国家的几何领域的活跃社区的研究机会。该奖项支持参加会议，其中包括当前感兴趣的广泛研究课题。主要目的是创造一个集中的环境，有利于活跃的思想交流，使该地区社区的成员可以从彼此的想法中受益，并与来自该地区以外的领先几何学家接触。会议将突出一些领域的最新发展和新的研究方向，包括：p-调和几何，李群和几何表示理论，Lp上同调和非线性Hodge理论，子流形的几何和拓扑，分析中的唯一性，几何和拓扑，几何流，稳定极小簇，复几何和黎曼几何、度量几何和微分几何、保形几何、代数几何、几何测度论、偏微分方程、几何函数论、多复变量、辛几何、数学物理和相关问题。该领域的知名研究人员和有前途的初级研究人员都将在会议上发表演讲。更多的信息可以在会议网页上找到http：www.math.ou.edu/mgc20/