Workshop: "Algebraic structures in Symplectic Field Theory and Applications"

研讨会：“辛场论中的代数结构及其应用”

• 批准号: 0616617
• 负责人: Yakov Eliashberg
• 金额: --
• 依托单位: Stanford University
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2006
• 资助国家: 美国
• 起止时间: 2006-06-01 至 2009-05-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=0616617&HistoricalAwards=false
• 关键词: Workshop; Algebraic; structures; Symplectic; Field

A joint US-Germany workshop ``Algebraic structures in Symplectic Field Theory (SFT) and Applications" will take place in Leipzig, Germany in the period August 5--August 11, 2006. The workshop is oriented both towards researchers in Symplectic Topology, as well as graduate students, postdocs, and mathematicians interested in exploring a new emerging area of research. The workshop will consists of several intensive lecture series given by specialists, and of exercise sessions run by graduate students and postdocs studying the new theory. The planned lectures series will cover the following subjects: new algebraic structures arising in SFT, the relation between SFT and string topology; the relation between SFT and the theory of quantum integrable systems; applications of SFT in symplectic topology and beyond.Symplectic Field Theory is a new emerging subject which proved to be relevant to Algebraic and Symplectic Geometries, Low-Dimensional Topology, Theory of Integrable Systems in Mathematics, as well as to String Theory in Theoretical Physics. One of the goals of the workshop is to help graduate students, postdocs and young researchers to enter the new area, as well as to help coordinating the international effort in the development of the new theory. The NSF funding will be used exclusively for travel expenses of US-based graduate students and postdocs.More information can be found on the conrefence web-pagehttp://math.stanford.edu/~lipshitz/SFT.html

美德联合研讨会“辛场论 (SFT) 中的代数结构及其应用”将于 2006 年 8 月 5 日至 11 日在德国莱比锡举行。该研讨会面向辛拓扑学研究人员，以及对探索新兴研究领域感兴趣的研究生、博士后和数学家。该研讨会将由几位成员组成。 由专家提供的密集讲座系列，以及由研究生和博士后研究新理论的练习课程。计划的系列讲座将涵盖以下主题：SFT中出现的新代数结构、SFT与弦拓扑之间的关系； SFT与量子可积系统理论的关系； SFT 在辛拓扑及其他领域的应用。辛场论是一门新兴学科， 被证明与代数几何和辛几何、低维拓扑、数学中的可积系统理论以及理论物理中的弦理论相关。研讨会的目标之一是帮助研究生、博士后和年轻研究人员进入新领域，并帮助协调新理论发展的国际努力。 NSF 资金将专门用于旅行 美国研究生和博士后的费用。更多信息可以在会议网页上找到http://math.stanford.edu/~lipshitz/SFT.html