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We prove the existence of a homoclinic orbit for Lagrangian system (LS) where the Lagrallgian L(t,x,y)=1/2 \sum a_ij(x)y_iy_j-V(t,x). A similar argument to Rabinowitz[5] is used, where a_ij (x) is an ...
摘要 In this paper a mathematical model of chemical systems is investigated. We present the conditions for the existence and local stability of the steady states and the periodic solution of the Hopf ty...
摘要 In this paper, a study of the characterization of fixed modes in decentralized control is made. A new sufficient and necessary condition for the existence of fixed modes is obtained by means of the...
The stability analysis problems were put forward for the large-scale systems with time-delay by using the partial decomposition method. With the stability of the isolated subsystems without time-delay...
The paper addresses the global output tracking of a class of multi-input multi-output (MIMO) nonlinear systems affected by disturbances, which are generated by a known exosystem. An adaptive controlle...
The paper discusses the problem of robust analysis and robust synthesis forMIMO linear systems with parametric uncertainties by using Popov method. First, thefamous Popov criterion is recasted as a co...
Several methodological Problems of experimental systems analysis can be overcome by means of parametric and nonparametric selection procedures. Together with theselection of models with optimal comple...
In this paper. we are concerned with the stability and control problem for a class of second-order linear systems in Banach space. First. a criterion for the exponential stability of a first-order lin...
In this paper, a class of flexible systems of beams with coupled bending andtorsional vibrations, which has important applications in the dynamics of aircraft is discussed. The existence and uniquenes...
The problem of state feedback stabilization of control systems is tackled in this paper. The stabilizability of the plane control systems with critical spectrum is considered, By using therecently dev...

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