Authors: Henry de Thélin Gabriel Vigny
Publish Date: 2015/03/12
Volume: 280, Issue: 3-4, Pages: 919-944
Abstract
Let fXrightarrow X be a dominating meromorphic map of a compact Kähler surface of large topological degree Let S be a positive closed current on X of bidegree 11 We consider an ergodic measure nu of large entropy supported by mathrmS Defining dimensions for nu and S we give inequalities à la Mané involving the Lyapunov exponents of nu and those dimensions We give dynamical applications of those inequalities
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