Abstract： In recent years the study of K-unstable Fano manifolds atracts people's attention. In this talk I will introduce the geometric quantization of the Kähler-Ricci flow and the associated
Description The McKay Correspondence gathers together group theory, representations, algebraic geometry, and commutative algebra. The original McKay’s observation establishes a correspondence betw...
Abstract Continue the discussion of the main results in FLM(For more information seehttps://bimsa.net/activity/Arthur-Selberg).
Abstract We will explain how ideas in statistical physics such as mean field theory, renormalization theory,and emergent phenomena can be applied to Gromov-Witten type theories.
Curvature varifolds with orthogonal boundary | BIMSA Differential Geometry Seminar
Abstract We propose to revisit the problem of guantisation and look at it from an entirely new analefocusing on the guantisation of dynamical systems themselves, rather than of thei
Abstract In this talk, we study the special fiber of U(2r, 1) Shimura varieties at an inert prime. We exhibitelements in the higher Chow group of the supersingular locus and use this to prove
Speaker Intro Kazuyuki Tanaka received his Ph.D. from U.C. Berkeley. Before joining BIMSA in 2022, he taught at Tokyo Inst. Tech and Tohoku University, and supervised fifteen Ph.D. students. He is
Abstract： I'll give a quick intro to spherical fusion categories and the Turaev-Viro-Barrett-Westbury construction, which associates an invariant of oriented 3-dimensional manifolds to each suc
Rational F-isocrystal property
