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Title:
K-stability of Fano varieties: an algebraic theory
Speaker:
Abstract:
While K-stability was first defined to characterize whether a complex variety has a canonical metric, a purely algebraic research for Fano varieties has blossomed in higher dimensional geometry in recent years. In this talk, I will survey the progress on people’s understanding of the topic, especially on different characterizations of K-stability and using it to construct the K-moduli space of Fano varieties.
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Workshop: