Add to ORKGThe paper deals with linear differential equation in n-dimensional space with the right-hand side dependent on Markov diffusion process. Stability investigation using both the 1st and 2nd Lyapunov methods
www.esat.kuleuven.be / jwillems Abstract We discuss some ideas and preliminary results on the sta...
The stability of solutions of linear systems is studied with the use of Lyapunov functions. The work...
The Observe of nonlinear equations is limited to diffusion of alternatively particular cases and one...
This paper deals with the stability analysis of the reaction-diffusion equation interconnected with ...
The linear stochastic Ito differential equation in IRn with coefficients dependent on a Markov proce...
AbstractThe aim of this work is to obtain sufficient conditions for stability of multidimensional ju...
International audienceThe stability analysis of the reaction-diffusion subject to dynamic boundary c...
This article presents a brief survey on the use of Lyapunov method for stochastic differential equat...
International audienceWe present a method for the stability analysis of a large class of linear Part...
Asymptotic method for stability analysis of linear differential equations with matrix-function frequ...
Linearized stability analysis of stationary solutions for surface diffusion with boundary conditions...
In the paper new sufficient conditions for global finite-time stability of a stationary solution to ...
The present thesis deals with the nonlinear stability analysis of some reaction-diffusion models of ...
The stability of nonlinear systems is analyzed by the direct Lyapunov’s method in terms of Lyapunov ...
So far, the Lyapunov direct method is still the most effective technique in the study of stability f...
www.esat.kuleuven.be / jwillems Abstract We discuss some ideas and preliminary results on the sta...
The stability of solutions of linear systems is studied with the use of Lyapunov functions. The work...
The Observe of nonlinear equations is limited to diffusion of alternatively particular cases and one...
This paper deals with the stability analysis of the reaction-diffusion equation interconnected with ...
The linear stochastic Ito differential equation in IRn with coefficients dependent on a Markov proce...
AbstractThe aim of this work is to obtain sufficient conditions for stability of multidimensional ju...
International audienceThe stability analysis of the reaction-diffusion subject to dynamic boundary c...
This article presents a brief survey on the use of Lyapunov method for stochastic differential equat...
International audienceWe present a method for the stability analysis of a large class of linear Part...
Asymptotic method for stability analysis of linear differential equations with matrix-function frequ...
Linearized stability analysis of stationary solutions for surface diffusion with boundary conditions...
In the paper new sufficient conditions for global finite-time stability of a stationary solution to ...
The present thesis deals with the nonlinear stability analysis of some reaction-diffusion models of ...
The stability of nonlinear systems is analyzed by the direct Lyapunov’s method in terms of Lyapunov ...
So far, the Lyapunov direct method is still the most effective technique in the study of stability f...
www.esat.kuleuven.be / jwillems Abstract We discuss some ideas and preliminary results on the sta...
The stability of solutions of linear systems is studied with the use of Lyapunov functions. The work...
The Observe of nonlinear equations is limited to diffusion of alternatively particular cases and one...