Support for US Participants at CIRM Representation Theory Conference

该奖项支持美国参与者，特别是学生和早期职业研究人员参加在法国勒米尼国际伦孔特数学中心举行的研究生工作坊(2016年5月16日至20日，朗兰兹函数和自同构形式相关方面简介)和/或会议(相对迹公式，周期，L-函数与调和分析，2016年5月23日至27日)。研讨会将主要由四个系列的四个讲座组成，由自同构表征领域的一些主要专家讲授，目标是研究生。会议将包括10-15个由领先研究人员邀请的演讲。除了被邀请的演讲外，年轻的研究人员将有足够的机会在正式和非正式的环境中介绍和讨论他们的工作。自同构形和朗兰兹函数是活跃和重要的研究领域，涉及到将表示理论的方法应用于数论和调和分析中的经典问题。研讨会和会议特别关注涉及对称空间上的自同构形的周期和调和分析的问题。研讨会的大部分动力来自于与相对迹公式和当地领域的相关理论有关的工作。欲了解更多信息，请访问该计划的网站http://prasad-heiermann.weebly.com.。

This award supports the travel of US participants, in particular students and early career researchers, to attend a graduate student workshop (Introduction to Relative Aspects in Representation Theory, Langlands Functoriality and Automorphic Forms, May 16-20, 2016) and/or a conference (Relative Trace Formula, Periods, L-Functions and Harmonic Analysis May 23-27, 2016) at the Centre International de Rencontres Mathematiques (CIRM) in Luminy, France. The workshop will consist primarily of four series of four lectures given by some of the leading experts in the area of automorphic representations and is aimed at graduate students. The conference will include 10-15 invited talks by leading researchers. In addition to the invited talks there will be ample opportunities for young researchers to present and discuss their work in both formal and informal settings.Automorphic forms and Langlands functoriality are active and important areas of research that involve applying the methods of representation theory to classical problems in number theory and harmonic analysis. The workshop and conference focus especially on matters that involve periods of automorphic forms and harmonic analysis on symmetric spaces. Much of the impetus for the workshop is derived from work related to relative trace formulas and the associated theory over local fields. Additional information is available at the program web site, http://prasad-heiermann.weebly.com.