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Title:
Moduli of Fano varieties with complements
Speaker:
Abstract:
I will discuss a new approach to build a moduli space of pairs (X,D) where X is a Q-Fano variety and D is a Q-divisor such that K_X + D is Q-rationally equivalent to 0. In the case of X=P^2, our approach gives a projective moduli space, which interpolates between KSBA-stability and K-stability. This is joint work with K. Ascher, D. Bejleri, H. Blum, K. DeVleming, Y. Liu, X. Wang.
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