Topogical Entropy of Rational Maps (Over any Metrized Field)
Adventurous Berkeley Complex Dynamics May 02, 2022 - May 06, 2022
Location: SLMath: Eisenbud Auditorium, Online/Virtual
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Topogical Entropy Of Rational Maps (Over Any Metrized Field)
Gromov, Dinh and Sibony gave an upper-bound for the topological entropy of any rational map on a projective complex variety. In a joint work with T. T. Truong and J. Xie, we recently extended this bound to arbitrary complete metrized non-Archimedean fields. We also related maps over such fields for which the topological entropy vanishes to the notion of good reduction.
Topogical Entropy Of Rational Maps (Over Any Metrized Field)
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