Sur l'etude de l'entropie des applications meromorphes

TL;DR

This paper introduces a new space constructed via projective limits to analyze the entropy of meromorphic maps and establishes a variational principle for these maps.

Contribution

It presents a novel space for studying entropy of meromorphic maps and proves a variational principle, advancing the theoretical understanding in complex dynamics.

Findings

Constructed a space using projective limits for entropy analysis.

Derived a variational principle for meromorphic maps.

Provides a new framework for future research in complex dynamics.

Abstract

We construct a space which is useful in order to study the entropy of meromorphic maps by using projective limits. We deduce a variational principle for meromorphic maps.