研究课题涉及表示论、代数几何、数论中的多个重要研究领域。研究方向包括代数表示理论、几何表示理论与范畴化，I-adic上同调理论及其应用、模空间、Hodge理论、奇点理论、算术代数几何等。
Abstract In analogous to the Hodge theory, Tsai, Tseng and Yau constructed a novel cochain complex on symplectic manifolds, based on the Lefschetz decomposion. Its cohomology is closely related
五月 求真书院师生赴北京怀柔开展中国历史实践游学 5月5日，求真书院师生一行赴北京市怀柔区开展中国历史文化实践游学 ，攀登了慕田峪长城，参观了雁栖湖国际会议中心，并前往北京雁栖湖应用数学研究院听取了国际...
主讲人介绍 李曙光博士于2022年6月加入清华大学机械工程系，任职副教授。在此之前，他曾在美国哈佛大学工学院以及威斯研究所（Wyss Institute）担任博士后、研究员（2015-2022），期间也同时在麻省理工学院计算机...
Abstract Given a compact Riemann surface C, nonabelian Hodge theory relates topological and algebro-geometric objects associated to C. Specifically, complex representations of the fundamental group
Abstract： Non-singular Fano 3-folds were classified by Fano, Iskovskikh, Mori and Mukai, and are known to fall into 107 deformation families that are fairly well studied. The Mori category
Abstract The venue isWencui Building I202, Liangxiang Campus, BIT (北京理工大学良乡校区，文萃楼I202). Those wishing to participate should contact Prof. Chao Qian (6120150035@bit.edu.cn) for the ent...
Abstract People have developed two standard models to understand our universe. One is the Standard Model of Particle Physics, which can be used to describe almost all the particle phenomena on Eart...
为培养女性数学家，鼓励更多女生投入数学学科的学习，清华大学丘成桐数学科学中心举办第三届“丘成桐女子中学生数学竞赛”（以下简称“竞赛”）。竞赛由国际著名数学家丘成桐教授发起，面向全球女子中学生，于10...
Abstract The real form problem asks how many different ways one can describe a given complex variety by polynomial equations with real coefficients, up to isomorphisms over the real number field. I...
