时间：2026年9月30日（周三）14:00-16:00
地点：E14-116
报告人：浙江大学 谢灵尧
讲座主题：On the Kähler MMP and transcendental base-point-free theorem
讲座摘要: Motivated by the Kähler-Ricci flow, we establish the minimal model program in the Kähler setting, in particular, we prove Tosatti's transcendental base-point-free conjecture, ensuring the existence of a projective morphism f: X\to Y defined by a nef adjoint class K_X+\omega (\omega is a Kähler form) such that the adjoint class is a pullback of a Kähler class on Y. This is a joint work with Christopher Hacon.
