p-adic Variation and Number Theory, June 2014

p 进变分和数论，2014 年 6 月

• 批准号: 1404999
• 负责人: Jared Weinstein
• 金额: $ 4.96万
• 依托单位: Trustees of Boston University
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2014
• 资助国家: 美国
• 起止时间: 2014-04-01 至 2015-03-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1404999&HistoricalAwards=false
• 关键词: adic; Variation; Number; Theory; June

From June 2 through June 6, 2014, Boston University will host an international conference entitled "p-adic Variation in Number Theory." The conference will focus on the notion that automorphic forms vary in p-adic families and the multitude of applications resulting from this variation. Over the last decade, there has been enormous progress in Iwasawa theory and the study of Galois representations fueled by advances in the p-adic variation of automorphic forms (e.g. the proofs of the Main Conjecture of modular forms and the Fontaine-Mazur conjecture along with recent developments in attaching Galois representations to automorphic forms).In this conference, experts will lecture on the most recent developments and applications relating to p-adic variation to bring the participants of the conference up to date in this quickly evolving field. Many young researchers will participate. Some of the conference's lectures will be delivered by recent PhDs. In addition, funding will be provided to over 50 graduate students and recent PhDs in total, to be selected through an application process. Special attention will be given to any applications received from under-represented groups.Conference website: math.bu.edu/Glennfest/Glennfest.html

2014年6月2日至6月6日，波士顿大学将主办一场名为“数论中的p-进变量”的国际会议。会议将集中讨论自同构形式在p-进制族中的不同以及这种变化导致的大量应用。在过去的十年里，岩泽理论和伽罗瓦表示的研究在自同构形的p-进变分方面取得了巨大的进展(例如，模形式的主要猜想和Fontaine-Mazur猜想的证明以及将伽罗瓦表示附加到自同构形上的最新进展)。在这次会议上，专家们将就与p-进位变分有关的最新发展和应用进行演讲，以使与会者了解这一快速发展的领域的最新进展。许多年轻的研究人员将参与其中。会议的一些讲座将由新近毕业的博士讲授。此外，将向总共50多名研究生和新近获得博士学位的学生提供资助，这些学生将通过申请程序选出。大会将特别注意从任职人数不足的群体收到的任何申请。会议网址：math.bu.edu/Glennfest/Glennfest.html