Speaker Dr. Sauzin is a senior researcher in mathematics at CNRS in France. He is currently visiting professor at Capital Normal University and member of M. Kontsevich's team within the ERC Synergy
Abstract Let $\mathfrak{g}$ be an affine Lie algebra with associated Yangian $Y_h(\mathfrak{g})$. We prove the existence of two meromorphic $R$--matrices associated to any pair of representations
Abstract In this talk, we will discuss holographic correlators of a CFT on a torus in both the pure gravitational system and the Einstein-scalar system within the framework of AdS3/CFT2. We
Abstract： According to mirror symmetry, the geometry of a given Fano manifold endowed with some extra data, including an arbitrary Kähler class, should be reflected in a mirror Landau-Ginzburg mod...
Abstract： The systole of a closed Riemannian manifold is defined to be the length of a shortest noncontractible loop. Gromov's systolic inequality relates systole to volume, which is a curvature f...
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
