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Gromov--Witten/Pandharipande--Thomas correspondence via conifold transitions

Abstract Given a (projective) conifold transition of smooth projective threefolds from $X$ to $Y$, we show that if the Gromov--Witten/Pandharipande--Thomas descendent correspondence holds
[ Workshop Kirillov-75 ] Combinatorics and Bethe ansatz

Programme 2023-11-26 09:00-09:30 A3-2a-302 Opening 09:30-10:30 A3-2a-302 Nicolai Reshetikhin ( YMSC & BIMSA ) Hybrid integrable systems This talk is focused on quantum integrable systems on
求真大讲堂预告 | 第四十五讲：“算命”与“改命”：生物信息学发展的机遇与挑战

主讲人介绍汪小我，清华大学自动化系长聘教授，博士生导师。清华大学自动化系学士、博士，并曾赴美国冷泉港实验室和加州大学伯克利分校学习访问，2008年起在清华大学自动化系任教至今。主要从事机器学习与生物信...
Castelnuovo-Mumford regularity of certain binomial edge ideals

Abstract Binomial edge ideals of graphs form one of the most studied classes of binomial ideals. They are determinantal ideals and also arise in the study of conditional independence statements. In
BIMSA workshop on digraph topology and GLMY theory

Digraph topology and GLMY theory The theory about path homology for digraphs was introduced by Prof. Yau and his co-authors in 2012, which breaks through the framework of the classical simplicial
Modern Mathematics Lecture Series | Dynamics on character varieties and Hodge theory

Abstract Let X_n be the set of tuples of 2x2 matrices (A_1, A_2, ..., A_n) such that the product A_1...A_n is the identity matrix, and considered up to simultaneous conjugation. On each X_n, there ...
Geometric Representation Theory Seminar | Fusion product and Global modules

Abstract Let g be a finite dimensional simple Lie algebra. In this talk, I will start with the definition of fusion product of g[t]-modules, and then introduce several approaches to study it, such ...
Self-Expander of Mean Curvature Flow and Applications

Abstract Self-expanders are a special class of solutions to the mean curvature flow, in which a later time slice is a scale-up copy of an earlier one. They are also critical points for a suitable
BIMSA-YMSC AG Seminar | Counting surfaces on Calabi-Yau fourfolds

Abstract Building on work of Oh-Thomas, I will introduce invariants for counting surfaces on Calabi-Yau fourfolds. In a family, they are deformation invariant along Hodge loci. If non-zero
BIMSA-YMSC AG Seminar | Kähler cone-manifolds arising from a projective arrangement

Abstract I will survey the recent progress on the rigidity problems on moduli spaces of polarized manifolds. This talk is based on the joint works with Ariyan Javenpaykar, Steven Lu and Kang Zuo, a...

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