求真游目讲座第十五期｜李亦洲：欧拉的生平及他在分析学上的贡献

内容简介 欧拉是18世纪最伟大的数学家之一。本次报告将首先简要介绍欧拉的生平，然后以数学分析中的欧拉公式和欧拉对巴塞尔问题的解为例，介绍欧拉对分析学的贡献。

Richard Thomas访谈 | 求真书院“寻真探源”赴英国实践支队

剑桥访谈 | 求真书院“寻真探源”赴英国实践支队

求真大讲堂讲座回顾｜第四十九讲： 生成式人工智能与大模型：特点、启示及思考

引言 求真书院强调通识教育，旨在培养大师级“通才”。“求真大讲堂”是求真书院学生的通识必修环节，由求真书院院长丘成桐先生倡议设立，主题内容包罗万象，从人文诗词到天文科技，从沟通表达到艺术美学，皆聘请...

On the spectral side of Arthur's trace fomula-absolute convergence l | Learning Seminar on

Abstract Discussion of the main results in FLM (For more information see https:/bimsa.net/activity/ArthurSelberg).

BIMSA Member Seminar | Spherical functions and Mirror symmetry

Speaker Intro Sergey Oblezin received his PhD at Moscow Institute of Physics and Technology in 2004. Education in Moscow and work experience at the Alikhanov Institute for Theoretical an

YMSC Topology Seminar | Exotic boundary Dehn twist on 4-manifolds

Abstract： Given a 4-manifold X bounded by a Seifert manifold, one can use the circle action on the boundary to define a diffeomorphism on X, called the boundary Dehn twist. Such boundary Dehn twis...

BIMSA-YMSC Tsinghua Number Theory Seminar | On stacks of p-adic local shtukas

Abstract： A classical theorem of Riemann states that complex abelian varieties are classified by their singular homology together with the Hodge filtration. In 2012 Scholze and Weinstein propose

求真书院举办【叶承耀·叶家祺冠名讲座】预告 | 牛津大学数学系教授Vladimir Markovic主讲

讲座1 / Lecture 1: 题目Title: The surface subgroup problem 讲座2 / Lecture 2: 题目Title: Minimal surfaces in symmetric spaces 讲座3 / Lecture 3: 题目Title: Complex geometry of Teichmuller spaces an...

求真大讲堂预告 | 第四十九讲： 生成式人工智能与大模型：特点、启示及思考

主讲人介绍 孙茂松教授，清华大学计算机科学与技术系长聘教授（曾先后任该系主任、党委书记），清华大学人工智能研究院常务副院长，清华大学计算机学位分委员会主席，欧洲科学院外籍院士，国际计算语言学学会（AC...