AbstractIn this paper, the linear delay difference equation xn+1 −xn = −anxn−k, where an ≥ 0 (n ≥ 0) any nonnegative coefficient sequence, is considered and its stability properties are investigated. The obtained result is extended to the nonlinear difference equation xn+1 − xn = fn(xn−k)
AbstractThis paper is concerned with the linear delay partial difference equation u(i,j+1)=a(i,j)u(i...
AbstractFor linear delay differential and difference equations with one coefficient matrix A, we giv...
We consider the second-order nonlinear difference equations of the form ∆(rn−1∆xn−1) + pn f (xn−k) ...
Abstract. We give the necessary and sufficient conditions for the asymptotic stability of the linear...
AbstractWe shall obtain sufficient conditions for the uniform stability and the global asymptotic st...
AbstractWe obtain necessary and sufficient conditions for the asymptotic stability of the difference...
AbstractIn this paper we obtain a necessary and sufficient condition for the asymptotic stability of...
AbstractConsider the linear delay difference equation xn+1 − xn = anxnk, where an′s are real numbers...
AbstractWe obtain sufficient conditions which ensure that all solutions of the first order non-linea...
AbstractThis paper is concerned with the linear delay partial difference equation where σ and τ are...
Abstract. The aim of this paper is to provide an explicit formula for solutions of the following sys...
In this paper, we give new necessary and sufficient conditions for the asymptotic stability of a lin...
AbstractWe consider the following non-autonomous and nonlinear difference equations with unbounded d...
AbstractIn this paper, the linear delay difference equation xn+1 −xn = −anxn−k, where an ≥ 0 (n ≥ 0)...
10.1080/1023619021000000735Journal of Difference Equations and Applications88719-72
AbstractThis paper is concerned with the linear delay partial difference equation u(i,j+1)=a(i,j)u(i...
AbstractFor linear delay differential and difference equations with one coefficient matrix A, we giv...
We consider the second-order nonlinear difference equations of the form ∆(rn−1∆xn−1) + pn f (xn−k) ...
Abstract. We give the necessary and sufficient conditions for the asymptotic stability of the linear...
AbstractWe shall obtain sufficient conditions for the uniform stability and the global asymptotic st...
AbstractWe obtain necessary and sufficient conditions for the asymptotic stability of the difference...
AbstractIn this paper we obtain a necessary and sufficient condition for the asymptotic stability of...
AbstractConsider the linear delay difference equation xn+1 − xn = anxnk, where an′s are real numbers...
AbstractWe obtain sufficient conditions which ensure that all solutions of the first order non-linea...
AbstractThis paper is concerned with the linear delay partial difference equation where σ and τ are...
Abstract. The aim of this paper is to provide an explicit formula for solutions of the following sys...
In this paper, we give new necessary and sufficient conditions for the asymptotic stability of a lin...
AbstractWe consider the following non-autonomous and nonlinear difference equations with unbounded d...
AbstractIn this paper, the linear delay difference equation xn+1 −xn = −anxn−k, where an ≥ 0 (n ≥ 0)...
10.1080/1023619021000000735Journal of Difference Equations and Applications88719-72
AbstractThis paper is concerned with the linear delay partial difference equation u(i,j+1)=a(i,j)u(i...
AbstractFor linear delay differential and difference equations with one coefficient matrix A, we giv...
We consider the second-order nonlinear difference equations of the form ∆(rn−1∆xn−1) + pn f (xn−k) ...
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