[EN] This paper is devoted to study the topological normal forms of families of maps on R which, under nondegeneracy conditions of high degree, also present the simplest bifurcations.This paper has been patitally supported by the DGEFIC Grant PB98-0374-C03-01Balibrea, F.; Valverde Fajardo, JC. (2001). Topological normal forms of high degree for the simplest bifurcations. Applied General Topology. 2(2):155-164. doi:10.4995/agt.2001.2146.SWORD1551642
Abstract. In this note we refine the transformation to smooth normal form for an analytic family of ...
The normal form for an n-dimensional map with irreducible nilpotent linear part is determined using ...
In this paper we are concerned with the simplest normal form computation of the systems (0.1) where ...
[EN] This paper is devoted to study the topological normal forms of families of maps on R which, und...
AbstractThis paper generalizes the nondegenerated conditions that imply the most common bifurcations...
Further reduction for classical normal forms of smooth maps is considered in this paper. Firstly, ba...
We strengthen the standard bifurcation theorems for saddle-node, transcritical, pitchfork, and perio...
Abstract: This paper investigates the dynamics and stability properties of a so-called planar trunca...
Abstract. In this paper we derive explicit formulas for the normal form coefficients to verify the n...
Further reduction for classical normal forms of formal maps is considered in this note. Based on a r...
In this paper we study polynomial normal forms for maps on R-3. We obtain a complete classification ...
We study normal forms for families of area-preserving maps which have a fixed point with neutral mul...
This thesis investigates some properties of discrete-time dynamical systems, generated by iterated m...
AbstractWe propose in this paper a method for obtaining a significant refinement of normal forms for...
Let f be a germ of holomorphic function in two variables which vanishes at the origin. The zero set ...
Abstract. In this note we refine the transformation to smooth normal form for an analytic family of ...
The normal form for an n-dimensional map with irreducible nilpotent linear part is determined using ...
In this paper we are concerned with the simplest normal form computation of the systems (0.1) where ...
[EN] This paper is devoted to study the topological normal forms of families of maps on R which, und...
AbstractThis paper generalizes the nondegenerated conditions that imply the most common bifurcations...
Further reduction for classical normal forms of smooth maps is considered in this paper. Firstly, ba...
We strengthen the standard bifurcation theorems for saddle-node, transcritical, pitchfork, and perio...
Abstract: This paper investigates the dynamics and stability properties of a so-called planar trunca...
Abstract. In this paper we derive explicit formulas for the normal form coefficients to verify the n...
Further reduction for classical normal forms of formal maps is considered in this note. Based on a r...
In this paper we study polynomial normal forms for maps on R-3. We obtain a complete classification ...
We study normal forms for families of area-preserving maps which have a fixed point with neutral mul...
This thesis investigates some properties of discrete-time dynamical systems, generated by iterated m...
AbstractWe propose in this paper a method for obtaining a significant refinement of normal forms for...
Let f be a germ of holomorphic function in two variables which vanishes at the origin. The zero set ...
Abstract. In this note we refine the transformation to smooth normal form for an analytic family of ...
The normal form for an n-dimensional map with irreducible nilpotent linear part is determined using ...
In this paper we are concerned with the simplest normal form computation of the systems (0.1) where ...