International audienceWe prove that the minimal chain recurrence classes of a holomorphic endomorphism of Pkhave finitely many connected components. We also obtain results on arbitrary classes. These strong constraints on the topological dynamics in the phase space are all deduced from the associated action on a space of currents
International audienceLet $f$ be a holomorphic endomorphism of $\mathbb{P}^k(\C)$ having an attracti...
International audienceLet f be a non-invertible holomorphic endomorphism of P k having an attracting...
27 pages, 4 figuresA holomorphic endomorphism of CP n is post-critically algebraic if its critical h...
International audienceWe prove that the minimal chain recurrence classes of a holomorphic endomorphi...
<正> In this paper, we are chiefly concerned with chain recurrent sets of endomorphisms. Result...
One main task of smooth dynamical systems consists in finding a good decomposition into elementary p...
The well-known stability conjecture of Palis and Smale states that if a diffeomorphism is structural...
The global behavior of a dynamical system can be described by its Morse decompositions or its attrac...
International audienceWe introduce a notion of stability for equilibrium measures in holomorphic fam...
AbstractThe concept of regularity is defined for a class of join endomorphisms on a complemented mod...
Abstract. In this paper we present equivalent definitions of chain recurrent set for continuous dyna...
ABSTRACT. We characterize the endomorphisms of the semigroup of all order-preserving mappings on a f...
A strong connection exists between combinatorial properties and dynamical properties of topological ...
Let M be a compact smooth manifold without boundary. Denote by Diff1(M) the set of C1 diffeomorphism...
summary:Characterization of congruence lattices of finite chains with either one or two endomorphism...
International audienceLet $f$ be a holomorphic endomorphism of $\mathbb{P}^k(\C)$ having an attracti...
International audienceLet f be a non-invertible holomorphic endomorphism of P k having an attracting...
27 pages, 4 figuresA holomorphic endomorphism of CP n is post-critically algebraic if its critical h...
International audienceWe prove that the minimal chain recurrence classes of a holomorphic endomorphi...
<正> In this paper, we are chiefly concerned with chain recurrent sets of endomorphisms. Result...
One main task of smooth dynamical systems consists in finding a good decomposition into elementary p...
The well-known stability conjecture of Palis and Smale states that if a diffeomorphism is structural...
The global behavior of a dynamical system can be described by its Morse decompositions or its attrac...
International audienceWe introduce a notion of stability for equilibrium measures in holomorphic fam...
AbstractThe concept of regularity is defined for a class of join endomorphisms on a complemented mod...
Abstract. In this paper we present equivalent definitions of chain recurrent set for continuous dyna...
ABSTRACT. We characterize the endomorphisms of the semigroup of all order-preserving mappings on a f...
A strong connection exists between combinatorial properties and dynamical properties of topological ...
Let M be a compact smooth manifold without boundary. Denote by Diff1(M) the set of C1 diffeomorphism...
summary:Characterization of congruence lattices of finite chains with either one or two endomorphism...
International audienceLet $f$ be a holomorphic endomorphism of $\mathbb{P}^k(\C)$ having an attracti...
International audienceLet f be a non-invertible holomorphic endomorphism of P k having an attracting...
27 pages, 4 figuresA holomorphic endomorphism of CP n is post-critically algebraic if its critical h...
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