28th Summer Conference on Topology and Its Applications

第28届夏季拓扑及其应用会议

• 批准号: 1309186
• 负责人: John Mayer
• 金额: $ 2.45万
• 依托单位: University of Alabama at Birmingham
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2013
• 资助国家: 美国
• 起止时间: 2013-05-01 至 2015-04-30
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1309186&HistoricalAwards=false
• 关键词: 28th; Summer; Conference; Topology; Its

The 28th Summer Conference on Topology and Its Applications will be hosted, July 23-26, 2013, at Nipissing University, North Bay, Ontario, Canada. The conference will have five parallel Special Sessions in Asymmetric Topology, Set-theoretic Topology, Geometric Topology, Continuum Theory and Dynamical systems, and New Trends in Topology. The special sessions proposed cover the classical scientific focus of the conference as well as established and emerging research interests of the various groups of topologists in North America. In addition to plenary talks connected to these research areas, and usually to more than one area, there will be two workshops: (1) Coarse Topology, with an emphasis on connections to geometric group theory, dimension theory, and geometric topology, and (2) Homogeneous Compact Spaces, one of the most important classes of spaces, for instance, containing the class of compact topological groups. Each workshop will consist of a series of lectures intended to enable participants to begin research in these areas. Although the workshops will be tied to General Topology and Geometric Topology, each will focus on new theory and techniques, will have broad appeal to attendees in other sessions, and will feature connections to areas both inside and outside topology. The conference proceedings will be published in the fully refereed journal Topology Proceedings (http://topology.auburn.edu/tp/).There are two major conference series on Topology in North America: the Spring Topology and Dynamics Conference and the Summer Conference on Topology and Its Applications. The summer conference brings together mathematicians who have research interests in general topology, set-theoretic topology, topological algebras, topological groups, functional analysis, geometric topology, topological dynamics, and continuum theory as well as applied areas such as computer science and computational topology/geometry, and other areas where topology has applications and connections. The scheduled workshops, one on Coarse Topology and the other on Homogeneous Compact Spaces, will acquaint younger researchers, including recent PhDs and graduate students, with active research areas in topology and its applications. Major speakers with international reputations have been selected who are active in these research areas and others. Students and junior researchers, whose focus has necessarily often been narrow, will be exposed to research techniques and results that draw from multiple sources. NSF support will enable at least 12 US-based students and junior researchers to attend the conference and expand their research horizons. http://topology.nipissingu.ca/summertop2013/http://www.fields.utoronto.ca/programs/scientific/13-14/topology/index.html

第 28 届拓扑学及其应用夏季会议将于 2013 年 7 月 23 日至 26 日在加拿大安大略省北湾的尼皮辛大学举行。 会议将举办五场平行专题会议，主题分别为不对称拓扑、集合论拓扑、几何拓扑、连续统理论与动力系统、拓扑新趋势。 提议的特别会议涵盖了会议的经典科学焦点以及北美各个拓扑学家群体的既定和新兴研究兴趣。 除了与这些研究领域（通常涉及多个领域）相关的全体会议之外，还将举办两场研讨会：（1）粗略拓扑，重点是与几何群论、维数论和几何拓扑的联系，以及（ 2）齐次紧空间，最重要的空间类之一，例如，包含紧拓扑群类。 每个研讨会将包括一系列讲座，旨在使参与者能够开始这些领域的研究。 尽管研讨会将与一般拓扑学和几何拓扑学联系在一起，但每个研讨会都将重点关注新的理论和技术，对其他会议的与会者具有广泛的吸引力，并将与拓扑内部和外部领域建立联系。会议论文集将发表在经过全面引用的期刊《Topology Proceedings》(http://topology.auburn.edu/tp/) 上。北美有两个主要的拓扑会议系列：春季拓扑与动力学会议和夏季会议拓扑及其应用。 夏季会议汇集了对一般拓扑、集合论拓扑、拓扑代数、拓扑群、泛函分析、几何拓扑、拓扑动力学和连续统理论以及计算机科学和计算拓扑等应用领域有研究兴趣的数学家。几何，以及拓扑具有应用和联系的其他领域。 预定的研讨会，一个关于粗拓扑，另一个关于齐次紧空间，将使年轻的研究人员，包括最近的博士和研究生，熟悉拓扑及其应用的活跃研究领域。 选定了活跃在这些研究领域和其他领域的具有国际声誉的主要演讲者。 学生和初级研究人员的关注点往往很狭窄，他们将接触到来自多个来源的研究技术和结果。 NSF 的支持将使至少 12 名美国学生和初级研究人员能够参加这次会议并拓展他们的研究视野。 http://topology.nipissingu.ca/summertop2013/http://www.fields.utoronto.ca/programs/scientific/13-14/topology/index.html