Mathematical Sciences: Relative Trace Formulas

Jacquet这个奖项为Herve Jacquet教授在朗格兰项目中的持续工作提供了资金。特别是雅克教授将研究某些周期积分。主要的问题是对特定群的自同构表示进行分类，这些自同构表示被区分为一个子群。数论是研究整体数的性质的学科，是数学中最古老的分支。从一开始，数论中的问题就提供了创造新数学的动力，几乎在该学科的所有部分。朗兰德的计划是一种将数论和微积分联系起来的一般哲学。现代数论是非常技术性和深刻性的，但它在理论计算机科学和编码理论等领域有着惊人的应用。***

Jacquet This award funds the continuing work of Professor Herve Jacquet in the Langland's program. In particular Prof. Jacquet will investigate certain period integrals. The major problem is to classify the automorphic representations of a particular group that are distinguished for a subgroup. Number Theory is the study of the properties of the whole numbers and is the oldest branch of mathematics. From the beginning problems in number theory have furnished the driving force to creation of new mathematics in almost all parts of the discipline. The Langland's program is a general philosophy that connects number theory with calculus. Modern number theory is very technical and deep, but it has had astonishing applications in areas like theoretical computer science and coding theory. ***