Add to ORKGIn this paper we establish some su cient conditions ensuring almost sure practical asymptotic stability with a non-exponential decay rate for solutions to stochastic evolution equations based on Lyapunov techniques
We consider the exponential stability of stochastic evolution equations with Lipschitz continuous no...
AbstractUsing the method of Lyapunov functionals construction, it is shown that investigation of sta...
The investigation of stability for hereditary systems is often related to the construction of Lyapun...
In this paper we investigate the almost sure practical stability for a class of stochastic functiona...
AbstractCriteria for boundedness, asymptotic stability of sample paths given by solutions to nonline...
The method of Lyapunov functions is one of the most effective ones for the investigation of stabilit...
This paper is concerned with the almost sure partial practical stability of stochastic differential ...
Stability of stochastic differential equations (SDEs) has become a very popular theme of recent rese...
Some sufficient conditions concerning stability of solutions of stochastic differential evolution eq...
AbstractThe aim of this paper is to investigate exponential stability of paths for a class of Hilber...
The aim of this paper is to investigate exponential stability of paths for a class of Hilbert space-...
In this paper, practical stability with respect to a part of the variables of nonlinear stochastic d...
Abstract. In this article we consider nonlinear stochastic differential systems and use Lyapunov fun...
Stability in the Lyapunov sense for deterministic systems has been well studied since the beginning ...
AbstractSufficient conditions for almost surely asymptotic stability with a certain decay function o...
We consider the exponential stability of stochastic evolution equations with Lipschitz continuous no...
AbstractUsing the method of Lyapunov functionals construction, it is shown that investigation of sta...
The investigation of stability for hereditary systems is often related to the construction of Lyapun...
In this paper we investigate the almost sure practical stability for a class of stochastic functiona...
AbstractCriteria for boundedness, asymptotic stability of sample paths given by solutions to nonline...
The method of Lyapunov functions is one of the most effective ones for the investigation of stabilit...
This paper is concerned with the almost sure partial practical stability of stochastic differential ...
Stability of stochastic differential equations (SDEs) has become a very popular theme of recent rese...
Some sufficient conditions concerning stability of solutions of stochastic differential evolution eq...
AbstractThe aim of this paper is to investigate exponential stability of paths for a class of Hilber...
The aim of this paper is to investigate exponential stability of paths for a class of Hilbert space-...
In this paper, practical stability with respect to a part of the variables of nonlinear stochastic d...
Abstract. In this article we consider nonlinear stochastic differential systems and use Lyapunov fun...
Stability in the Lyapunov sense for deterministic systems has been well studied since the beginning ...
AbstractSufficient conditions for almost surely asymptotic stability with a certain decay function o...
We consider the exponential stability of stochastic evolution equations with Lipschitz continuous no...
AbstractUsing the method of Lyapunov functionals construction, it is shown that investigation of sta...
The investigation of stability for hereditary systems is often related to the construction of Lyapun...