Seminar| Institute of Mathematical Sciences
Time: Wednesday, November 5th, 2025,16:00-17:00
Location: RS408, IMS
Speaker: Chuyu Zhou (周楚宇), Xiamen University
Abstract: Given a family of K-semistable log Fano manifolds with changeable coefficient, we hope that there are only finitely many K-moduli compactifications as we change the coefficient, which clearly implies the boundedness of K-semistable degenerations. In this talk, we will see that this boundedness is enough to establish the whole non-proportional wall crossing theory for K-stability, i.e. there is a finite semi-algebraic chamber decomposition to control the variation of K-(semi/poly)stability.