We consider a Volterra discrete system with nonlinear perturbation x(n+ 1) = A(n)x(n) + n∑ s=0 B(n, s)x(s) + g(n, x(n)) and obtain necessary and sufficient conditions for stability properties of the zero solution employing the resolvent equation coupled with the variation of parameters formula
AbstractWe consider the nonlinear functional discrete system x(n+1)=Gn,x(s);0⩽s⩽ndef=Gn,x(·) and obt...
AbstractSeveral perturbation theorems are proved for nonlinear ordinary differential systems x′ = f(...
We consider homogeneous linear Volterra Discrete Equations and we study the asymptotic behaviour of ...
We employ the notion of total stability to obtain new criteria for uniform asymptotic stability of t...
AbstractWe employ the notion of total stability to obtain new criteria for uniform asymptotic stabil...
AbstractVarious different types of stability are defined, in a unified framework, for discrete Volte...
Abstract: In this paper oscillatory and stability problems for some Volterra nonlinear difference eq...
We analyze the stability of the zero solution to Volterra equations on time scales with respect to t...
We analyze the stability of the zero solution to Volterra equations on time scales with respect to t...
We analyze the stability of the zero solution to Volterra equations on time scales with respect to t...
Several results are presented that relate the stability properties of a perturbed linear nonstationa...
We study conditions under which the solutions of nonlinear Volterra integro-dynamic system of the fo...
Abstract. We study some stability properties in discrete Volterra equations by employing to change Y...
AbstractWe employ the notion of total stability to obtain new criteria for uniform asymptotic stabil...
In this paper, we give criteria for instability and asymptotic instability for the null solution to ...
AbstractWe consider the nonlinear functional discrete system x(n+1)=Gn,x(s);0⩽s⩽ndef=Gn,x(·) and obt...
AbstractSeveral perturbation theorems are proved for nonlinear ordinary differential systems x′ = f(...
We consider homogeneous linear Volterra Discrete Equations and we study the asymptotic behaviour of ...
We employ the notion of total stability to obtain new criteria for uniform asymptotic stability of t...
AbstractWe employ the notion of total stability to obtain new criteria for uniform asymptotic stabil...
AbstractVarious different types of stability are defined, in a unified framework, for discrete Volte...
Abstract: In this paper oscillatory and stability problems for some Volterra nonlinear difference eq...
We analyze the stability of the zero solution to Volterra equations on time scales with respect to t...
We analyze the stability of the zero solution to Volterra equations on time scales with respect to t...
We analyze the stability of the zero solution to Volterra equations on time scales with respect to t...
Several results are presented that relate the stability properties of a perturbed linear nonstationa...
We study conditions under which the solutions of nonlinear Volterra integro-dynamic system of the fo...
Abstract. We study some stability properties in discrete Volterra equations by employing to change Y...
AbstractWe employ the notion of total stability to obtain new criteria for uniform asymptotic stabil...
In this paper, we give criteria for instability and asymptotic instability for the null solution to ...
AbstractWe consider the nonlinear functional discrete system x(n+1)=Gn,x(s);0⩽s⩽ndef=Gn,x(·) and obt...
AbstractSeveral perturbation theorems are proved for nonlinear ordinary differential systems x′ = f(...
We consider homogeneous linear Volterra Discrete Equations and we study the asymptotic behaviour of ...