Title: Algebraic versus topological entropy for surfaces over finite fields
Speaker: Algebraic versus topological entropy for surfaces over finite fields (Tata Institute of Fundamental Research)
Time: 2019-11-20, 17:00—18:00
Place: MCM110
Abstract: For an automorphism of an algebraic variety, we consider some properties of eigenvalues of the induced linear transformation on l-adic cohomology, motivated by some results from complex dynamics, related to the notion of entropy. This is a report on joint work with Hélène Esnault, and some subsequent work of K. Shuddhodan.
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