Add to ORKGWe give a simple proof of the existence of parabolic curves for diffeomorphisms in (C2, 0) tangent to the identity with isolated fixed point. 1
Point of intersection, parabola, tangent lineThere is a neat method for finding tangent lines to a p...
Abstract. In this article, we study analyticity properties of (di-rected) areas of ε-neighborhoods o...
Abstract Let F be an analytic transformation of C n , with the origin O as a quasi-parabolic fixed p...
We give a simple proof of the existence of parabolic curves for diffeomorphisms in (C 2 , 0) tangent...
AbstractLet f∈End(C2,O) be tangent to the identity and with order ν(f)⩾2. We study the dynamics of f...
Abstract. We show the existence of families of holomorphic self-maps of Cm, m ≥ 3, tangent to the id...
ABSTRACT. In this paper we consider diffeomorphisms of C? of the special form F(z, W) = (w,--z + ~G...
Let F be a germ of holomorphic diffeomorphism of C-2 fixing O and such that dF(O) has eigenvalues 1 ...
AbstractOne of the interesting areas in the study of the local dynamics in several complex variables...
The dynamics near quasi-parabolic fixed points of holomorphic diffeomorphisms in C
Abstract. In this article we study the dynamics generated by germs of parabolic diffeomorphisms f: (...
A parabolic cylinder is an invariant, non-recurrent Fatou component Ω of an automorphism F of ℂ2 sat...
A parabolic cylinder is an invariant, non-recurrent Fatou component Ω of an automorphism F of C2 sat...
Theorems characterizing stable parabolic points are proved. Essentially, stability is equivalent to ...
In this paper we study germs of diffeomorphisms in the complex plane. We address the following probl...
Point of intersection, parabola, tangent lineThere is a neat method for finding tangent lines to a p...
Abstract. In this article, we study analyticity properties of (di-rected) areas of ε-neighborhoods o...
Abstract Let F be an analytic transformation of C n , with the origin O as a quasi-parabolic fixed p...
We give a simple proof of the existence of parabolic curves for diffeomorphisms in (C 2 , 0) tangent...
AbstractLet f∈End(C2,O) be tangent to the identity and with order ν(f)⩾2. We study the dynamics of f...
Abstract. We show the existence of families of holomorphic self-maps of Cm, m ≥ 3, tangent to the id...
ABSTRACT. In this paper we consider diffeomorphisms of C? of the special form F(z, W) = (w,--z + ~G...
Let F be a germ of holomorphic diffeomorphism of C-2 fixing O and such that dF(O) has eigenvalues 1 ...
AbstractOne of the interesting areas in the study of the local dynamics in several complex variables...
The dynamics near quasi-parabolic fixed points of holomorphic diffeomorphisms in C
Abstract. In this article we study the dynamics generated by germs of parabolic diffeomorphisms f: (...
A parabolic cylinder is an invariant, non-recurrent Fatou component Ω of an automorphism F of ℂ2 sat...
A parabolic cylinder is an invariant, non-recurrent Fatou component Ω of an automorphism F of C2 sat...
Theorems characterizing stable parabolic points are proved. Essentially, stability is equivalent to ...
In this paper we study germs of diffeomorphisms in the complex plane. We address the following probl...
Point of intersection, parabola, tangent lineThere is a neat method for finding tangent lines to a p...
Abstract. In this article, we study analyticity properties of (di-rected) areas of ε-neighborhoods o...
Abstract Let F be an analytic transformation of C n , with the origin O as a quasi-parabolic fixed p...