Geometric Analysis Seminar—— Non-Archimedean Perspectives on Affine Calabi-Yau Metrics
报告人：王滢 (University of Michigan)
时间：2026-03-25 09:00-10:00
地点：online
【摘要】
Non-Archimedean geometry can be viewed as a degeneration of complex geometry. In recent years, it has found applications in the existence problem for canonical metrics via K-stability, particularly for Fano varieties. On the other hand, while the existence of canonical metrics on smooth projective Calabi-Yau varieties is classical, much less is understood in the affine setting.
In this talk, we discuss some recent progress on the existence problem for canonical metrics on affine Calabi-Yau varieties, focusing on a non-Archimedean perspective. In particular, we present a solution to a corresponding non-Archimedean existence problem in certain cases using a kind of non-Archimedean spaces called Berkovich spaces. We also explain how this non-Archimedean solution relates to the original complex analytic problem.
【报告人简介】
Ying Wang is currently a Ph.D. student at University of Michigan, under the guidance of Professor Mattias Jonsson. Her research focuses on non-archimedean geometry, algebraic geometry, and complex geometry.
Zoom: 885 7626 6237 Password: 293861
