Graus Din\^amicos e Cohomol\'ogicos em Variedades Abelianas

Armand Azonnahin

Graus Din\^amicos e Cohomol\'ogicos em Variedades Abelianas

Dynamical Systems 2020-01-27 v2 Algebraic Geometry

Authors: Armand Azonnahin

Abstract

We prove that for an endomorphism $f$ of an abelian manifold defined over an algebraically closed field of arbitrary characteristic, $\chi_ {2q} (f) = \lambda_q (f)$ . Note that this paper is based on recent results due to Fei Hu \cite{Hu19}, \cite{Hu-cndd}, \cite{Hu-Tits} e Truong \cite {Truong1611}.

Keywords

abelian variety endomorphism dynamical degree cohomological degree algebraically closed field

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@article{arxiv.1911.01204,
  title  = {Graus Din\^amicos e Cohomol\'ogicos em Variedades Abelianas},
  author = {Armand Azonnahin},
  journal= {arXiv preprint arXiv:1911.01204},
  year   = {2020}
}

Comments

This article has been withdrawn by arXiv administrators as it is an unauthorized translation of arXiv:1901.02618 without acknowledging the original authorship

Graus Din\^amicos e Cohomol\'ogicos em Variedades Abelianas

Abstract

Keywords

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