Southeast Geometry Seminar

摘要奖：DMS-0940878主要研究员：吉尔伯特·A·温斯坦、穆罕默德·高米、约翰·E·麦昆、弗拉基米尔·I·奥利克、费尔南多·A·施瓦茨拟议中的计划继续以扩展格式进行一系列为期一年的半年一次的活动，重点是几何分析，名为东南几何研讨会(SGS)。这些活动将由以下机构轮流主办：阿拉巴马大学伯明翰分校、佐治亚理工学院、埃默里大学和田纳西诺克斯维尔大学。每个活动将邀请五名演讲者。将主持使徒会议。年度会议记录，包括一个公开的问题部分，将被公布。这些短期而频繁的会议的主要目标是吸引几何及相关领域的研究人员和学生，他们可以以相对较低的财务成本前往上述地点，并促进邻近几何分析研究小组之间的合作。几何分析处于数学和数学物理的许多重要领域的交汇点。近年来，它受到了迅速增长的兴趣，部分原因是它与其他科学和技术领域的互动。拟议的活动旨在促进几何工作者和东南部相关领域的研究人员之间的合作。SGS已经运行了七年，对东南部的几何分析产生了强烈的影响。该计划的继续将确保参与机构和其他邻近机构的几何研究小组进一步发展，并吸引研究生和博士后实习生。对这些年轻研究人员的培训将为这一领域的学术职位以及相关的技术和科学学科提供所需的人才。会议系列的网站是：http://www.math.uab.edu/sgs/

AbstractAward: DMS-0940878Principal Investigator: Gilbert A. Weinstein, Mohammad Ghomi, John E. McCuan, Vladimir I. Oliker, Fernando A. Schwartz The proposed program continues in expanded format a multi-year aseries of semiannual one-day events focussing on geometricanalysis titled Southeast Geometry Seminar (SGS). These eventswill be hosted in rotation by the following institutions: TheUniversity of Alabama at Birmingham, The Georgia Institute ofTechnology, Emory University, and The University of TennesseeKnoxville. Five speakers will be invited for each event. Aposter session will be hosted. Annual proceedings, including anopen problems section, will be published. The main goal of theseshort and frequent meetings will be to attract researchers andstudents, working in geometry and related fields, who can travelto the sites above at a relatively low financial cost, and tofoster collaboration between neighboring geometric analysisresearch groups.Geometric analysis is at the intersection of a number ofimportant fields of mathematics and mathematical physics. It hasenjoyed a fast growing interest in recent years, partly due tothe interaction with other scientific and technological fields.The activities proposed are aimed at fostering collaborationbetween geometers and researchers in related fields in thesoutheast. SGS has been running for seven years and has had anstrong impact on geometric analysis in the southeast. Acontinuation of this program will assure that geometry researchgroups at participating institutions and other neighboringinstitutions grow further, and attract graduate students andpost-doctoral trainees. The training of these young researcherswill supply personnel needed in this area both for academicpositions and in related technological and scientificdisciplines.The website for the conference series is:http://www.math.uab.edu/sgs/