Add to ORKGThe Rössler attractor is represented by the following set of ODEs: dx/dt=-(y+x); dy/dt=x+ay; dz/dt=b+xz-cz. The Demonstration plots the bifurcation diagram, where c is the bifurcation parameter, for values of parameters a and b set by the user. The bifurcation diagram shows the onset of chaotic behavior, period doubling, and so onEducação Superior::Ciências Exatas e da Terra::Matemátic
Chaotic dynamical systems have been recently successfully used to replace uniform probability functi...
Time series, phase space, Differential Equations, Poincaré sectionThe forced Duffing oscillator exhi...
In this work we investigate the dynamical behavior of two dynamical systems: (i) a symmetric linear ...
The Rössler attractor is represented by the following set of ODEs: dx/dt=-(y+x); dy/dt=x+ay; dz/dt=b...
We study the bifurcation diagram of the Rössler system. It displays the various dynamical regimes of...
A Bifurcation diagram of fixed points of this system, giving rise to a stable focus (red) and an uns...
Bifurcations indicate qualitative changes in a system's behavior. For a dynamical system dy/dt=f(y,λ...
AbstractIn this paper, we show the combined use of analytical and numerical techniques in the study ...
Results of a bifurcation analysis are given for the model of a Van der Pol-Duffing autonomous electr...
<p>Black points represent the relative size of the epidemic peaks, blue circles represent the period...
A Bifurcation diagram of the focus with f as bifurcation parameter at A = 1. B Inset of A, with peri...
In this work we analyze the dynamics of two continuous time models: (i) the Rössler model, a model f...
<p>A-D: P(C) for trials when the sure target was (not) shown are represented with filled (open) circ...
<p><i>P</i><sub><i>m</i></sub> = 0.5. In the figure, from right to left: the transition scenario is ...
In this dissertation a study is made of chaotic behaviour, the bifurcation sequences leading to chao...
Chaotic dynamical systems have been recently successfully used to replace uniform probability functi...
Time series, phase space, Differential Equations, Poincaré sectionThe forced Duffing oscillator exhi...
In this work we investigate the dynamical behavior of two dynamical systems: (i) a symmetric linear ...
The Rössler attractor is represented by the following set of ODEs: dx/dt=-(y+x); dy/dt=x+ay; dz/dt=b...
We study the bifurcation diagram of the Rössler system. It displays the various dynamical regimes of...
A Bifurcation diagram of fixed points of this system, giving rise to a stable focus (red) and an uns...
Bifurcations indicate qualitative changes in a system's behavior. For a dynamical system dy/dt=f(y,λ...
AbstractIn this paper, we show the combined use of analytical and numerical techniques in the study ...
Results of a bifurcation analysis are given for the model of a Van der Pol-Duffing autonomous electr...
<p>Black points represent the relative size of the epidemic peaks, blue circles represent the period...
A Bifurcation diagram of the focus with f as bifurcation parameter at A = 1. B Inset of A, with peri...
In this work we analyze the dynamics of two continuous time models: (i) the Rössler model, a model f...
<p>A-D: P(C) for trials when the sure target was (not) shown are represented with filled (open) circ...
<p><i>P</i><sub><i>m</i></sub> = 0.5. In the figure, from right to left: the transition scenario is ...
In this dissertation a study is made of chaotic behaviour, the bifurcation sequences leading to chao...
Chaotic dynamical systems have been recently successfully used to replace uniform probability functi...
Time series, phase space, Differential Equations, Poincaré sectionThe forced Duffing oscillator exhi...
In this work we investigate the dynamical behavior of two dynamical systems: (i) a symmetric linear ...