<正> In this paper, we study a two-parameter family of systems E_ε in which E_O has acontour consisting of a saddle point and two periodic motions of saddle type, i.e., the situation issimilar to that described by Lorenz equations for parameters b=8/3,σ=10,r=r_l=24.06,and get some results concerning ...中国科学引文数据库(CSCD)2158
A low-dimensional model of general circulation of the atmosphere is investigated. The differential e...
The theory of deterministic chaos has generated a lot of interest and continues to be one of the muc...
AbstractA description of the principal bifurcations which lead to the appearance of the Lorenz attra...
In this paper, we suggest some sufficient conditions for the existence of homoclinic orbits of the o...
In this paper, a control method developed earlier is employed to consider controlling bifurcations i...
In this paper we study the local codimension one and two bifurcations which occur in a family of thr...
In modern natural sciences, the term of a dynamic system plays an important role and is a common typ...
This paper reports a new bifurcation pattern observed in a Lorenz-type system. The pattern is compos...
In this work we investigate the dynamical behavior of two dynamical systems: (i) a symmetric linear ...
In this paper we consider the interaction of the Lorenz manifold - the two-dimensional stable manifo...
This work presents and investigates a new chaotic system with eight terms. By numerical simulation, ...
A mediados del siglo XX, con el poder de modelar el comportamiento del clima Edward Lorenz diseño un...
V článku se zabýváme jistou třídou soustav eliptických PDR závisejících na parametru s nelinearitou ...
In [1], a Modified Lorenz system of seventh-order is defined. In [2]from the Modified Lorenz system,...
We study dynamics and bifurcations of three-dimensional diffeomorphisms with nontransversal heterocl...
A low-dimensional model of general circulation of the atmosphere is investigated. The differential e...
The theory of deterministic chaos has generated a lot of interest and continues to be one of the muc...
AbstractA description of the principal bifurcations which lead to the appearance of the Lorenz attra...
In this paper, we suggest some sufficient conditions for the existence of homoclinic orbits of the o...
In this paper, a control method developed earlier is employed to consider controlling bifurcations i...
In this paper we study the local codimension one and two bifurcations which occur in a family of thr...
In modern natural sciences, the term of a dynamic system plays an important role and is a common typ...
This paper reports a new bifurcation pattern observed in a Lorenz-type system. The pattern is compos...
In this work we investigate the dynamical behavior of two dynamical systems: (i) a symmetric linear ...
In this paper we consider the interaction of the Lorenz manifold - the two-dimensional stable manifo...
This work presents and investigates a new chaotic system with eight terms. By numerical simulation, ...
A mediados del siglo XX, con el poder de modelar el comportamiento del clima Edward Lorenz diseño un...
V článku se zabýváme jistou třídou soustav eliptických PDR závisejících na parametru s nelinearitou ...
In [1], a Modified Lorenz system of seventh-order is defined. In [2]from the Modified Lorenz system,...
We study dynamics and bifurcations of three-dimensional diffeomorphisms with nontransversal heterocl...
A low-dimensional model of general circulation of the atmosphere is investigated. The differential e...
The theory of deterministic chaos has generated a lot of interest and continues to be one of the muc...
AbstractA description of the principal bifurcations which lead to the appearance of the Lorenz attra...
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