L-Functions and Automorphic Forms

2007年5月，将在哥伦比亚大学举行一次为期一周的会议，以回应最近在数论、自同构表示和数学几何几个领域的突破。会议将集中讨论以下主要主题及其相互联系：1)次凸性有界和多重狄里克莱特L级数；2)朗兰兹程序和佐藤泰特猜想；3)下村变种和Gross-Zagier公式的特殊循环。参加会议的不仅有这些领域的领先专家，还有初级研究人员和研究生。它将是解析数论、自同构表示和算术代数几何之间相互促进的理想催化剂。博士后和研究生将在与专家交谈、交流想法和了解重大问题的最新结果方面受益匪浅。

In May, 2007 there will be an one week conference at Columbia University in response to recent breakthroughs in several areas of number theory, automorphic representation, and arithemetic geometry. The conference will focus on the following major themes and their interconnections:1) Subconvexity bound and multiple Dirichlet L-series;2) Langlands program and Sato-Tate conjecture;3) Special cycles on Shimura varieties and Gross-Zagier formula.The participants of the conference involve not only leading experts in these fields, but also junior researchers and graduate students. It will be an ideal catalyst for cross-fertilization between areas of analytic number theory, automorphic representation, and arithmetic algebraic geometry. Postdocs and graduate students will benefit greatly in talking to, exchange ideas with experts and learning about the recent results on major problems.