AbstractTwo unsolved problems of the stability theory for stochastic differential equations with delay are offered for consideration
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...
A nonlinear stochastic differential equation with the order of nonlinearity higher than one, with se...
AbstractTwo unsolved problems of the stability theory for stochastic differential equations with del...
In this paper, we derive a moment stability region in terms of coefficient parameters for a stochast...
For a stochastic delay differential equation, the effects of noise and time delay are discussed in t...
AbstractWe consider the problem of the numerical solution of stochastic delay differential equations...
This paper is concerned with the almost sure exponential stability of the multidimensional nonlinear...
AbstractThis paper deals with the adapted Milstein method for solving linear stochastic delay differ...
AbstractThe main aim of this paper is to establish the LaSalle-type asymptotic convergence theorems ...
Sufficient conditions for exponential mean square stability of solutions to delayed stochastic parti...
AbstractIn this paper, we study the existence and the asymptotical stability in p-th moment of mild ...
We present two qualitative results concerning the solutions of the following equation: x¨(t)+g(x˙(t)...
This paper focuses on a class of stochastic differential equations with mixed delay based on Lyapuno...
Regard the stochastic differential delay equation dx(t) = [(A + Ā(t))x(t) + (B + B̄(t - τ))x(t - τ)]...
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...
A nonlinear stochastic differential equation with the order of nonlinearity higher than one, with se...
AbstractTwo unsolved problems of the stability theory for stochastic differential equations with del...
In this paper, we derive a moment stability region in terms of coefficient parameters for a stochast...
For a stochastic delay differential equation, the effects of noise and time delay are discussed in t...
AbstractWe consider the problem of the numerical solution of stochastic delay differential equations...
This paper is concerned with the almost sure exponential stability of the multidimensional nonlinear...
AbstractThis paper deals with the adapted Milstein method for solving linear stochastic delay differ...
AbstractThe main aim of this paper is to establish the LaSalle-type asymptotic convergence theorems ...
Sufficient conditions for exponential mean square stability of solutions to delayed stochastic parti...
AbstractIn this paper, we study the existence and the asymptotical stability in p-th moment of mild ...
We present two qualitative results concerning the solutions of the following equation: x¨(t)+g(x˙(t)...
This paper focuses on a class of stochastic differential equations with mixed delay based on Lyapuno...
Regard the stochastic differential delay equation dx(t) = [(A + Ā(t))x(t) + (B + B̄(t - τ))x(t - τ)]...
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...
A nonlinear stochastic differential equation with the order of nonlinearity higher than one, with se...
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