AbstractThis paper is concerned with the linear delay partial difference equation where σ and τ are positive integers, a(i, j), b(i, j), p(i, j) are real sequences defined on i ≥ σ, j ≥ τ. Sufficient conditions for this equation to be stable are derived. Stability of certain nonlinear partial difference equations is studied also
AbstractThis paper is concerned with the nonlinear delay partial difference equation Am+1,n+Am,n+1−A...
AbstractThis paper is concerned with the nonlinear partial difference equation with continuous varia...
We consider the initial-value problem for linear delay partial differential equations of the parabol...
AbstractThis paper is concerned with the linear delay partial difference equation a(i,j)u(i+1,j)+u(i...
AbstractThis paper is concerned with the linear delay partial difference equation where σ and τ are...
AbstractThis paper is concerned with two classes of linear partial difference equations with constan...
AbstractFor certain partial difference systems with retarded arguments, sufficient conditions for th...
AbstractThis paper is concerned with the linear delay partial difference equation u(i,j+1)=a(i,j)u(i...
AbstractThis paper studies some stability properties of vector linear difference equations of the fo...
AbstractFor linear autonomous differential difference equations of retarded or neutral type, necessa...
In this paper we study stability and boundedness of the nonlinear difference equation x(t+1)=a(t)x(t...
AbstractIn this article, stability results are obtained for equations of the form x′(t) = ax(t) + ΣN...
AbstractA functional analytic method is used to prove a general theorem which establishes the existe...
AbstractIn this paper, the linear delay difference equation xn+1 −xn = −anxn−k, where an ≥ 0 (n ≥ 0)...
AbstractAn equilibrium of a delay equation is said to be absolutely stable if it is asymptotically s...
AbstractThis paper is concerned with the nonlinear delay partial difference equation Am+1,n+Am,n+1−A...
AbstractThis paper is concerned with the nonlinear partial difference equation with continuous varia...
We consider the initial-value problem for linear delay partial differential equations of the parabol...
AbstractThis paper is concerned with the linear delay partial difference equation a(i,j)u(i+1,j)+u(i...
AbstractThis paper is concerned with the linear delay partial difference equation where σ and τ are...
AbstractThis paper is concerned with two classes of linear partial difference equations with constan...
AbstractFor certain partial difference systems with retarded arguments, sufficient conditions for th...
AbstractThis paper is concerned with the linear delay partial difference equation u(i,j+1)=a(i,j)u(i...
AbstractThis paper studies some stability properties of vector linear difference equations of the fo...
AbstractFor linear autonomous differential difference equations of retarded or neutral type, necessa...
In this paper we study stability and boundedness of the nonlinear difference equation x(t+1)=a(t)x(t...
AbstractIn this article, stability results are obtained for equations of the form x′(t) = ax(t) + ΣN...
AbstractA functional analytic method is used to prove a general theorem which establishes the existe...
AbstractIn this paper, the linear delay difference equation xn+1 −xn = −anxn−k, where an ≥ 0 (n ≥ 0)...
AbstractAn equilibrium of a delay equation is said to be absolutely stable if it is asymptotically s...
AbstractThis paper is concerned with the nonlinear delay partial difference equation Am+1,n+Am,n+1−A...
AbstractThis paper is concerned with the nonlinear partial difference equation with continuous varia...
We consider the initial-value problem for linear delay partial differential equations of the parabol...