Add to ORKGUsing methods parallel to those of ordinary differential equations, stability of time-dependent difference equations in Banach spaces is examined. Asymptotic stability, instability and conditional stability properties are especially studied. 1
AbstractThe concept of asymptotic proportionality and conditional asymptotic equality which is prese...
This paper proves the convergence of solutions of a certain approximate difference equation associat...
Difference equations appear as natural descriptions of observed evolution phenomena because most mea...
AbstractIn this paper we investigate four concepts of exponential stability for difference equations...
AbstractIn this paper the theory of linear delay differential equations is extended in three directi...
AbstractWe study the stability under perturbations for delay difference equations in Banach spaces. ...
The paper deals with the mappings of Banach space E given in a form of quasilinear difference equati...
Abstract: The article deals with the vd-transformation in Banach space and its application in studyi...
AbstractConsider the differential equation (1) ẋ = f(x) in a Banach space and let x∗ be an equilibri...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
AbstractA functional analytic method is used to prove a theorem which establishes the existence and ...
AbstractThe concept of asymptotic proportionality and conditional asymptotic equality which is prese...
This paper proves the convergence of solutions of a certain approximate difference equation associat...
Difference equations appear as natural descriptions of observed evolution phenomena because most mea...
AbstractIn this paper we investigate four concepts of exponential stability for difference equations...
AbstractIn this paper the theory of linear delay differential equations is extended in three directi...
AbstractWe study the stability under perturbations for delay difference equations in Banach spaces. ...
The paper deals with the mappings of Banach space E given in a form of quasilinear difference equati...
Abstract: The article deals with the vd-transformation in Banach space and its application in studyi...
AbstractConsider the differential equation (1) ẋ = f(x) in a Banach space and let x∗ be an equilibri...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
AbstractA functional analytic method is used to prove a theorem which establishes the existence and ...
AbstractThe concept of asymptotic proportionality and conditional asymptotic equality which is prese...
This paper proves the convergence of solutions of a certain approximate difference equation associat...
Difference equations appear as natural descriptions of observed evolution phenomena because most mea...