An upper bound for polynomial log-volume growth of automorphisms of zero entropyAbstractLet f by an automorphism of zero entropy of a smooth projective variety X. The polynomial log-volume growth plov(f) of f is a natural analog of Gromov's log-volume growth of automorphisms (of positive entropy), formally introduced by Cantat and Paris-Romaskevich for slow dynamics in 2020. A surprising fact n...
AbstractJoint work with Nguyen Bac Dang. We develop an intersection theory for b-divisors and used it to get informations on the degree growth of iterates of rational maps.More information about the seminar can be found at:https://ywfan-math.github.io/ADCD.html SpeakerCharles Favre is a French mathematician. He conducts research and teaches at the Laurent-Schwartz Mathematics Centre at École Po...