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- FIELD
- Mathematics
- DATE
-
Feb 27 (Fri), 2026
- TIME
- 16:00 ~ 17:30
- PLACE
- 8101
- SPEAKER
- Xu, Chenyang
- HOST
- Han, Jong In
- INSTITUTE
- Princeton University
- TITLE
- [GS_M_AG] Properness of K-moduli
- ABSTRACT
- (Joint with Harold Blum, Yuchen Liu, and Ziquan Zhuang) We present a new proof of the properness of K-moduli spaces. While our approach still depends on the higher-rank finite generation theorem, it avoids the use of Halpern-Leistner’s Θ-stratification theory. Instead, we develop a purely birational method, rooted in a relative framework for K-stability, which provides a more direct geometric proof of properness.
- FILE
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