In [1], a Modified Lorenz system of seventh-order is defined. In [2]from the Modified Lorenz system, shortened Lorenz systems of lower order areobtained. Between them, the third-order and fourth-order shortened Lorenzsystems with the graphical presentations for their local behavior are found. Inthis paper, dynamical analysis of these systems as according to [3] will be donevia: a symmetry of the systems, a dissipative of the systems, ending of the axedpoint, analysis of the behavior of the systems in a neighborhood of the axedpoint and defining of Lyapunov function, which gives us the conditions for thestability and the asymptotical stability of the axed point
For the Lorenz-like systems with volume contraction an analytical criteria for global stability and ...
A mediados del siglo XX, con el poder de modelar el comportamiento del clima Edward Lorenz diseño un...
This work presents and investigates a new chaotic system with eight terms. By numerical simulation, ...
In [1], a Modified Lorenz system of the seventh-order is defined. In [2] from the Modified Lorenz sy...
The dual Lorenz system as an autonomous system of three differential equations is obtained by using ...
The theory of deterministic chaos has generated a lot of interest and continues to be one of the muc...
In this paper, from the expanded class of the second-order linear differential equations, a subclass...
In This paper, we will consider the behavior of the solution x(t) as the part of the general solutio...
A new four-dimensional, hyperchaotic dynamic system, based on Lorenz dynamics, is presented. Besides...
A new four-dimensional, hyperchaotic dynamic system, based on Lorenz dynamics, is presented. Besides...
In modern natural sciences, the term of a dynamic system plays an important role and is a common typ...
This paper attempts to further extend the results of dynamical analysis carried out on a recent 4D L...
The nonlinear chaotic system with multistochastic disturbances is investigated. Based on the orthogo...
The mechanism responsible for the emergence of chaotic behavior has been singled out analytically wi...
Abstract: The dynamics of nonlinear system is very complicated especially the fractional nonlinear s...
For the Lorenz-like systems with volume contraction an analytical criteria for global stability and ...
A mediados del siglo XX, con el poder de modelar el comportamiento del clima Edward Lorenz diseño un...
This work presents and investigates a new chaotic system with eight terms. By numerical simulation, ...
In [1], a Modified Lorenz system of the seventh-order is defined. In [2] from the Modified Lorenz sy...
The dual Lorenz system as an autonomous system of three differential equations is obtained by using ...
The theory of deterministic chaos has generated a lot of interest and continues to be one of the muc...
In this paper, from the expanded class of the second-order linear differential equations, a subclass...
In This paper, we will consider the behavior of the solution x(t) as the part of the general solutio...
A new four-dimensional, hyperchaotic dynamic system, based on Lorenz dynamics, is presented. Besides...
A new four-dimensional, hyperchaotic dynamic system, based on Lorenz dynamics, is presented. Besides...
In modern natural sciences, the term of a dynamic system plays an important role and is a common typ...
This paper attempts to further extend the results of dynamical analysis carried out on a recent 4D L...
The nonlinear chaotic system with multistochastic disturbances is investigated. Based on the orthogo...
The mechanism responsible for the emergence of chaotic behavior has been singled out analytically wi...
Abstract: The dynamics of nonlinear system is very complicated especially the fractional nonlinear s...
For the Lorenz-like systems with volume contraction an analytical criteria for global stability and ...
A mediados del siglo XX, con el poder de modelar el comportamiento del clima Edward Lorenz diseño un...
This work presents and investigates a new chaotic system with eight terms. By numerical simulation, ...