DOIAbstract
AbstractWe prove a convergence criterion for transformations to Poincaré–Dulac normal form that involves the centralizer of the given vector field
AbstractWe prove a convergence criterion for transformations to Poincaré–Dulac normal form that involves the centralizer of the given vector field
AbstractWe propose in this paper a method for obtaining a significant refinement of normal forms for...
We shall show simultaneous normal forms of a system of vector fields and diffeomorphisms under Brjun...
Summary: The paper is devoted to the study of real analytic vector fields, which can be expanded in...
e prove a convergence criterion for transformations to Poincaré–Dulac normal form that ...
We discuss the convergence problem for coordinate transformations which take a given vector field in...
Abstract We discuss the convergence problem for coordinate transformations which take a given vector...
AbstractWe prove a convergence criterion for transformations to Poincaré–Dulac normal form that invo...
AbstractWe discuss a certain class of transformations of an ordinary differential equation into norm...
We review the computational procedures involved in transforming a vector field into a suitable norma...
AbstractIt is shown that, under suitable conditions, involving in particular the existence of analyt...
Nous montrons un r¿esultat de normalisation holomorphe d¿une famille commutative de champs de vecteu...
An algorithm is given which computes the transformation that transforms the initial system to final ...
In this article, we first describe a normal form of real-analytic, Levi-nondegenerate submanifolds o...
We present a geometric proof of the Poincaré-Dulac Normalization Theorem for analytic vector fields ...
We present a geometric proof of the Poincaré-Dulac Normalization Theorem for analytic vector fields ...
AbstractWe propose in this paper a method for obtaining a significant refinement of normal forms for...
We shall show simultaneous normal forms of a system of vector fields and diffeomorphisms under Brjun...
Summary: The paper is devoted to the study of real analytic vector fields, which can be expanded in...
e prove a convergence criterion for transformations to Poincaré–Dulac normal form that ...
We discuss the convergence problem for coordinate transformations which take a given vector field in...
Abstract We discuss the convergence problem for coordinate transformations which take a given vector...
AbstractWe prove a convergence criterion for transformations to Poincaré–Dulac normal form that invo...
AbstractWe discuss a certain class of transformations of an ordinary differential equation into norm...
We review the computational procedures involved in transforming a vector field into a suitable norma...
AbstractIt is shown that, under suitable conditions, involving in particular the existence of analyt...
Nous montrons un r¿esultat de normalisation holomorphe d¿une famille commutative de champs de vecteu...
An algorithm is given which computes the transformation that transforms the initial system to final ...
In this article, we first describe a normal form of real-analytic, Levi-nondegenerate submanifolds o...
We present a geometric proof of the Poincaré-Dulac Normalization Theorem for analytic vector fields ...
We present a geometric proof of the Poincaré-Dulac Normalization Theorem for analytic vector fields ...
AbstractWe propose in this paper a method for obtaining a significant refinement of normal forms for...
We shall show simultaneous normal forms of a system of vector fields and diffeomorphisms under Brjun...
Summary: The paper is devoted to the study of real analytic vector fields, which can be expanded in...
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