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Department of Mathematics Seminars and Talks

 
Seminar

Geometry & Topology

Talk Information
Title
Orbifold regularity of singular Calabi–Yau metrics
Start date and time
16:10 on Monday March 23, 2026
Duration in minutes
50 (until 17:00 on Monday March 23, 2026)
Room
BA6183, Bahen Center, 40 St. George St.
Streaming link
Streaming password
External video link
Abstract

The talk aims to explain the orbifold regularity problem for canonical Kähler metrics on singular spaces. I will begin with a brief overview of canonical Kähler metrics and the Calabi problem, focusing more on the Kähler–Einstein setting. I will then discuss how singular Kähler–Einstein metrics are defined and what kind of singular spaces interest us. Finally, I will present the orbifold regularity problem of canonical Kähler metrics and explain the idea and strategy for solving the Kähler Calabi–Yau case. This talk is based on joint work with Henri Guenancia and Mihai Păun.

Speaker Information
Full Name
Chung-Ming Pan
Institution
Université du Quebec a Montreal
Institution URL