AbstractWe study conditions under which the solutions of a time varying linear dynamic system of the form xΔ(t)=A(t)x(t) are stable on certain time scales. We give sufficient conditions for various types of stability, including Lyapunov-type stability criteria and eigenvalue conditions on “slowly varying'' systems that ensure exponential stability. Finally, perturbations of the unforced system are investigated, and an instability criterion is also developed
Stability of dynamic equations on time scales is investigated in this paper. The main results are ne...
Includes bibliographical references (p. 64-65).This thesis investigates the stability of switched li...
In this work, the stability of nonautonomous linear dynamic systems on time scales is investigated a...
AbstractWe study conditions under which the solutions of a time varying linear dynamic system of the...
AbstractWe develop eigenvalue criteria under which the solutions of a “slowly” time varying linear d...
Abstract. We study conditions under which the solutions of a time vary-ing linear dynamic system of ...
We examine the various types of stability for the solutions of linear dynamic systems on time scales...
We consider Lyapunov stability theory of linear time-varying system and derive sufficient conditions...
AbstractWe develop eigenvalue criteria under which the solutions of a “slowly” time varying linear d...
Abstract: This study firstly considers the exponential stability of unforced linear systems of slowl...
We investigate the exponential stability of the zero solution to a system of dynamic equa-tions on t...
We investigate the exponential stability of the zero solution to a system of dynamic equations on t...
Abstract—A recent development in Lyapunov stability theory allows for analysis of switched linear sy...
Stability of dynamic equations on time scale is analyzed. The main results are new conditions of sta...
Consider the linear dynamic equation on time scales ( ) ( ) ( ) ( ) ( ) [)0 0 0, ; , ,,Tx t A t...
Stability of dynamic equations on time scales is investigated in this paper. The main results are ne...
Includes bibliographical references (p. 64-65).This thesis investigates the stability of switched li...
In this work, the stability of nonautonomous linear dynamic systems on time scales is investigated a...
AbstractWe study conditions under which the solutions of a time varying linear dynamic system of the...
AbstractWe develop eigenvalue criteria under which the solutions of a “slowly” time varying linear d...
Abstract. We study conditions under which the solutions of a time vary-ing linear dynamic system of ...
We examine the various types of stability for the solutions of linear dynamic systems on time scales...
We consider Lyapunov stability theory of linear time-varying system and derive sufficient conditions...
AbstractWe develop eigenvalue criteria under which the solutions of a “slowly” time varying linear d...
Abstract: This study firstly considers the exponential stability of unforced linear systems of slowl...
We investigate the exponential stability of the zero solution to a system of dynamic equa-tions on t...
We investigate the exponential stability of the zero solution to a system of dynamic equations on t...
Abstract—A recent development in Lyapunov stability theory allows for analysis of switched linear sy...
Stability of dynamic equations on time scale is analyzed. The main results are new conditions of sta...
Consider the linear dynamic equation on time scales ( ) ( ) ( ) ( ) ( ) [)0 0 0, ; , ,,Tx t A t...
Stability of dynamic equations on time scales is investigated in this paper. The main results are ne...
Includes bibliographical references (p. 64-65).This thesis investigates the stability of switched li...
In this work, the stability of nonautonomous linear dynamic systems on time scales is investigated a...
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