求真体育 | 小马杯倒计时7天

求真大讲堂预告 | 第五十二讲：破解旋律密码

主讲人介绍 胡廷江，青年作曲家，中国音乐学院作曲系副主任、教授，中国音乐家协会理事、北京文联理事、北京音乐家协会副主席、北京市青联委员。 讲座摘要 通过讲解与现场弹唱，深入浅出地解读音乐旋律中的以下方...

清华大学求真书院第三届Pi节挑战赛圆满举办

为纪念中国古代数学家祖冲之，2011年国际数学协会将每年的3月14日设为国际数学节，也是国际圆周率日。2019年11月29日，联合国教科文组织正式宣布将每年的3月14日定为“国际数学日”，又称为“Pi节”。 在这个具有...

Seminar on QFT and Geometry | Topological Twisted Indices from 3-manifolds- 2

Abstract： Last time, we reviewed the topologically twisted indices from the holonomy matrix method for 3-manifolds constructed by Dehn surgery of knot/link complements. This time, we are going

Geometric Representation Theory Seminar | A Plucker coordinate mirror for flag varieties an

Abstract： I will give an elementary talk on a new interpretation of Rietsch's mirror for flag varieties of type A, which enables us to prove the mirror symmetry prediction that the first Chern cla...

Seminar on Microlocal Analysis and Applications | Inverse scattering on non-compact manifolds wi

Abstract： We consider a non-compact Riemannian manifold $M$ having ends equipped with asymptotically warped product metric. We allow any topology and metric for the finite part of $M$. As

Algebraic Geometry Seminar | Varieties with large index

Abstract It is attractive to classify Fano varieties with various types of singularities that originated from the minimal model program. For a Fano variety, the Fano index is the largest integer m ...

Automata and pseudocharacters from one-dimensional TQFTs with defects

Speaker Mikhail Khovanov is a recognized leader of the “categorification” program, which plays an important role in modern mathematics and physics. Khovanov received his Ph.D. in 1997 under

男篮书院杯 | 赛事预告

求真体育 | 第七周赛事总结