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1, The Henon map and its quantum propagator The Henon map is a polynomial diffeomorphism given by: $...
PreprintWe prove the existence of 3-periodic orbits in a dynamical system associated to a Landen tra...
We summarize various cases where chaotic orbits can be described analytically. First we consider the...
In this paper we explore the parameter regions for the existence of the stable periodic orbits of th...
We consider analytical formulae that describe the chaotic regions around the main periodic orbit (x ...
In this paper we explore the parameter regions for the existence of the stable periodic orbits of th...
this article is contained in Section 3 where we develop a global Newton's method, coupled with ...
The symbolic dynamics of the Lozi map is applied to the Henon map at a = 1.4 and b = 0.3. The fundam...
We present a newly developed method to analyze some non-linear dynamics problems such as the Henon m...
We introduce here the H´enon Map as an example of Chaotic behavior as well as related analytical com...
This paper studies the periodic orbits of the Yang-Chen system. As an alternative to the Poincaré se...
We report an algorithm to extract equations of motion for orbits of arbitrarily high periods generat...
In this paper we perform a rigorous study of the Hénon map. We prove with computer assistance the ex...
THE MAIN GOAL OF THIS THESIS IS TO DEVELOP AND USE ANALYTICAL AS WELL AS NUMERICAL METHODS STUDYI...
In this paper we study the global structure of periodic orbits for a one-dimensional complex map Z(n...
1, The Henon map and its quantum propagator The Henon map is a polynomial diffeomorphism given by: $...
PreprintWe prove the existence of 3-periodic orbits in a dynamical system associated to a Landen tra...
We summarize various cases where chaotic orbits can be described analytically. First we consider the...
In this paper we explore the parameter regions for the existence of the stable periodic orbits of th...
We consider analytical formulae that describe the chaotic regions around the main periodic orbit (x ...
In this paper we explore the parameter regions for the existence of the stable periodic orbits of th...
this article is contained in Section 3 where we develop a global Newton's method, coupled with ...
The symbolic dynamics of the Lozi map is applied to the Henon map at a = 1.4 and b = 0.3. The fundam...
We present a newly developed method to analyze some non-linear dynamics problems such as the Henon m...
We introduce here the H´enon Map as an example of Chaotic behavior as well as related analytical com...
This paper studies the periodic orbits of the Yang-Chen system. As an alternative to the Poincaré se...
We report an algorithm to extract equations of motion for orbits of arbitrarily high periods generat...
In this paper we perform a rigorous study of the Hénon map. We prove with computer assistance the ex...
THE MAIN GOAL OF THIS THESIS IS TO DEVELOP AND USE ANALYTICAL AS WELL AS NUMERICAL METHODS STUDYI...
In this paper we study the global structure of periodic orbits for a one-dimensional complex map Z(n...
1, The Henon map and its quantum propagator The Henon map is a polynomial diffeomorphism given by: $...
PreprintWe prove the existence of 3-periodic orbits in a dynamical system associated to a Landen tra...
We summarize various cases where chaotic orbits can be described analytically. First we consider the...