On minimal log discrepancies and Koll\'ar components

24 Oct 2018 Moraga Joaquín

In this article we prove a local implication of boundedness of Fano varieties. More precisely, we prove that $d$-dimensional $a$-log canonical singularities, with standard coefficients, which admit an $\epsilon$-plt blow-up have minimal log discrepancies belonging to a finite set which only depends on $d,a$ and $\epsilon$... (read more)

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  • ALGEBRAIC GEOMETRY