Travel to Dubrovnik Topology Conference

前往杜布罗夫尼克拓扑会议

• 批准号: 1128387
• 负责人: Mladen Bestvina
• 金额: $ 1.5万
• 依托单位: University of Utah
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2011
• 资助国家: 美国
• 起止时间: 2011-06-01 至 2012-05-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1128387&HistoricalAwards=false
• 关键词: Travel; Dubrovnik; Topology; Conference

The proposal is asking for partial travel support for US based graduate students and other mathematicians to attend a major conference in topology, Dubrovnik VII - Geometric Topology to be held on June 26- July 3, 2011 (http://www.math.utah.edu/dubrovnik/). This is a great opportunity for the junior mathematicians to familiarize themselves with the frontiers of research in this very active subject and in the future contribute to it. In addition, many of the participants (e.g. six of the main speakers) are anticipated to be women. Based on initial inquiries, it is also likely that several of US based mathematicians that will be supported on this grant, if funded, will be women.Topology studies generalized notions of spatial structure. It is a fundamental part of modern mathematics and has applications as far ranging as robotics, fluid mixing, tomography, computer networks, algorithms complexity, linking of DNA, and many others. International conferences are fundamental to the strength and development of mathematics, and as such are a fundamental part of the international colaboration as well as of the development of the national science core and the scientific infrastructure. This conference will combine the latest results in Geometry, Topology and Group Theory. The Dubrovnik conference has a long and a very successful tradition bringing together researches from different areas mathematically and geographically. In many ways the Dubrovnik conference series has been an indespensible tool for collaboration in Topology. No doubts that this conference will advance top quality research in Topology while facilitating broad and deep interaction among adjacent mathematical research areas such as Group Theory and Differential Geometry and between abstract and applied research.

该提案要求为美国的研究生和其他数学家提供部分旅费，以参加2011年6月26日至7月3日(http://www.math.utah.edu/dubrovnik/).)举行的拓扑学，杜布罗夫尼克七世-几何拓扑学的重要会议对于初级数学家来说，这是一个很好的机会，让他们熟悉这一非常活跃的学科的研究前沿，并在未来为之做出贡献。此外，许多与会者(例如六位主要发言者)预计将是妇女。根据最初的调查，如果这笔资助将得到资助，几名美国数学家也可能是女性。拓扑学研究空间结构的广义概念。它是现代数学的一个基本部分，有着广泛的应用，如机器人学、流体混合、层析成像、计算机网络、算法复杂性、DNA连接等等。国际会议是加强和发展数学的基础，因此也是国际合作以及国家科学核心和科学基础设施发展的基本组成部分。本次会议将结合几何学、拓扑学和群论的最新成果。杜布罗夫尼克会议有着悠久而非常成功的传统，将来自不同领域的研究从数学和地理角度聚集在一起。在许多方面，杜布罗夫尼克会议系列一直是拓扑学合作不可或缺的工具。毫无疑问，这次会议将推动拓扑学的高质量研究，同时促进相邻数学研究领域之间的广泛和深入的互动，如群论和微分几何，以及抽象和应用研究之间的互动。