Description: About a decade ago Scholze discovered that the Siegel modular varieties (i.e. moduli spaces of polarized abelian varieties with level structure) become perfectoid when passing
Abstract Let A be an arbitrary associative algebra. With the help of Olshanski’s centralizer construction one can define a sequence Y_1(A), Y_2(A),... of "Yangian-type algebras" (they possess
Abstract Nekrasov instanton partition function of 4d N=2 supersymmetric gauge theories is deeply connected to the integrability in the physics context, and thus is also deeply related to exact
Abstract Many moduli spaces in geometry and physics, like those appearing in symplectic topology, quantum gauge field theory and in relation to homological mirror symmetry, are constructed as
Abstract: I will present limit theorems for random walks on nilpotent Lie groups, obtained in a recent work with Emmanuel Breuillard. Most works on the topic assumed the step distribution of the wa...
Abstract The Links-Gould invariants of links are a family of two variable polynomial quantum link invariants built using Hopf superalgebras U_q(gl(m|n)). However, we now know that the Alexander
Speaker Intro Lars Andersson is a BIMSA professor. Before joining BIMSA he held professorships at the Royal Institute of Technology, Stockholm, the University of Miami, and led a research group
ICCM“创意本科论文奖” 为了鼓励年轻人在本科阶段做有创意的数学研究工作，同时发掘有潜力的优秀本科生和有创意的论文，由丘成桐院士提议，2022年世界华人数学家大会（ICCM）首次设立并颁发ICCM创意本科论文奖。...
