We characterize the zero-Hopf bifurcation at the singular points of a parameter co-dimension four hyperchaotic Lorenz system. Using averaging theory, we find sufficient conditions so that at the bifurcation points two periodic solutions emerge and describe the stability of these orbits
We use averaging theory for studying the Hopf and zero--Hopf bifurcations in some chaotic differenti...
We study the zero-Hopf bifurcation of the Rössler differential system x· = x − xy − z, y· = x − ay, ...
Recent investigations of some self-exciting Faraday-disk homopolar dynamo ([1-4]) have yielded the c...
Recently sixteen 3-dimensional differential systems exhibiting chaotic motion and having no equilibr...
We consider the four-dimensional hyperchaotic system ẋ=a(y-x), y˙=bx+u-y-xz, ż=xy-cz, and u˙=-du-jx+...
We characterize the zero-Hopf bifurcation at the singular points of a parameter co-dimension four hy...
Nesta dissertação estudamos a dinâmica local de um sistema hipercaótico de tipo Lorenz dependendo de...
Agraïments: All authors has been partially supported Conacyt México, grant 128790We apply the averag...
The complex dynamics of a newly proposed 4D hyperchaotic Lorenz-type system are studied in this pape...
In this work, we show a zero-Hopf bifurcation in a Hyperchaotic Chen system. Using averaging theory...
A new 4D hyperchaotic system is constructed based on the Lorenz system. The compound structure and f...
In this paper, the complex dynamics of a newly proposed 4D hyperchaotic Lorenz-type system are studi...
Agraïments: The first author is supported by CNPq 248501/2013-5. CAPES grant 88881.030454 /2013-01 f...
summary:A four-dimensional hyperchaotic Lü system with multiple time-delay controllers is considered...
graïments/Ajudes: The second author is partially supported by Fondecyt project 1130644.A zero-Hopf e...
We use averaging theory for studying the Hopf and zero--Hopf bifurcations in some chaotic differenti...
We study the zero-Hopf bifurcation of the Rössler differential system x· = x − xy − z, y· = x − ay, ...
Recent investigations of some self-exciting Faraday-disk homopolar dynamo ([1-4]) have yielded the c...
Recently sixteen 3-dimensional differential systems exhibiting chaotic motion and having no equilibr...
We consider the four-dimensional hyperchaotic system ẋ=a(y-x), y˙=bx+u-y-xz, ż=xy-cz, and u˙=-du-jx+...
We characterize the zero-Hopf bifurcation at the singular points of a parameter co-dimension four hy...
Nesta dissertação estudamos a dinâmica local de um sistema hipercaótico de tipo Lorenz dependendo de...
Agraïments: All authors has been partially supported Conacyt México, grant 128790We apply the averag...
The complex dynamics of a newly proposed 4D hyperchaotic Lorenz-type system are studied in this pape...
In this work, we show a zero-Hopf bifurcation in a Hyperchaotic Chen system. Using averaging theory...
A new 4D hyperchaotic system is constructed based on the Lorenz system. The compound structure and f...
In this paper, the complex dynamics of a newly proposed 4D hyperchaotic Lorenz-type system are studi...
Agraïments: The first author is supported by CNPq 248501/2013-5. CAPES grant 88881.030454 /2013-01 f...
summary:A four-dimensional hyperchaotic Lü system with multiple time-delay controllers is considered...
graïments/Ajudes: The second author is partially supported by Fondecyt project 1130644.A zero-Hopf e...
We use averaging theory for studying the Hopf and zero--Hopf bifurcations in some chaotic differenti...
We study the zero-Hopf bifurcation of the Rössler differential system x· = x − xy − z, y· = x − ay, ...
Recent investigations of some self-exciting Faraday-disk homopolar dynamo ([1-4]) have yielded the c...
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