Some observations on the dimension of Fano K-moduli

Abstract

In this short note we show the unboundedness of the dimension of the K-moduli space of $n$-dimensional Fano varieties, and that the dimension of the stack can also be unbounded while, simultaneously, the dimension of the corresponding coarse space remains bounded.

arXiv comment7 pages

Cited by in corpus (1)

• On K-stability of some del Pezzo surfaces of Fano index 2