Academy of Mathematics and Systems Science, CAS Colloquia & Seminars
On equivariant minimal model program of normal projective varieties admitting polarized endomorphisms
Time & Venue:
2018.7.25 15:30-16:30 N913
Let X be a normal projective variety admitting a polarized or int-amplified endomorphism f. First, we list up characteristic properties of such an endomorphism. Second, we list up properties of these varieties from the aspects of their singularities, anti-canonical divisors and Kodaira dimensions. Third, we run the equivariant minimal model program relative to not just the single f but also the semigroup of all surjective endomorphisms of X, up to finite-index. Several applications are given.This is a joint work with De-Qi Zhang.
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