AbstractConsider the delay difference equation ξn+1−ξn+pnξτ(n)=0, n=0,1,2,…,where τ : N → Z is nondecreasing, τ(n) < n for n ϵ N and limn → ∞ τ(n) = ∞, {pn} is a nonnegative sequence. Some oscillation criteria for this equation are obtained
AbstractBy using the method of Yu, Zhang and Qian in [J.S. Yu, B.G. Zhang, X.Z. Qian, Oscillation of...
AbstractIn this study, a new companion transformation is used for the neutral delay difference equat...
AbstractThis paper is concerned with the linear delay partial difference equation aAm+1,n+1 + bAm+1,...
AbstractThis paper considers the delay difference equationxn+1−xn+pnxn−k=0,n=0,1,2,…,where {pn} is a...
AbstractThis paper is concerned with the oscillation of all solutions of the delay difference equati...
AbstractThis paper is concerned with the partial difference equation where σ and τ : N → Z are nond...
AbstractConsider the delay difference equationχn+1−χn+pnχn−k=0, n-0,1,2,…where {pn} is a sequence of...
We obtain some oscillation criteria for solutions of the nonlinear delay difference equation of the ...
AbstractThis paper is concerned with the partial difference equation where σ and τ : N → Z are nond...
Dedicated to the memory of Professor Panayiotis D. Siafarikas, a very good friend and colleague. Con...
AbstractConsider the delay difference equation xn+1−xn+pnxτ(n)=0, 0,1,2,…,where τ : N → Z, τ(n) < n ...
Abstract. We obtain some oscillation criteria for solutions of the nonlinear delay differ-ence equat...
Abstract. We obtain some oscillation criteria for solutions of the nonlinear delay differ-ence equat...
AbstractConsider the first-order delay difference equation where lim infn→∞ Pi(n) = pi ≥ 0, ki > 0,...
AbstractIn this paper, we establish some oscillation criteria of the second-order delay difference e...
AbstractBy using the method of Yu, Zhang and Qian in [J.S. Yu, B.G. Zhang, X.Z. Qian, Oscillation of...
AbstractIn this study, a new companion transformation is used for the neutral delay difference equat...
AbstractThis paper is concerned with the linear delay partial difference equation aAm+1,n+1 + bAm+1,...
AbstractThis paper considers the delay difference equationxn+1−xn+pnxn−k=0,n=0,1,2,…,where {pn} is a...
AbstractThis paper is concerned with the oscillation of all solutions of the delay difference equati...
AbstractThis paper is concerned with the partial difference equation where σ and τ : N → Z are nond...
AbstractConsider the delay difference equationχn+1−χn+pnχn−k=0, n-0,1,2,…where {pn} is a sequence of...
We obtain some oscillation criteria for solutions of the nonlinear delay difference equation of the ...
AbstractThis paper is concerned with the partial difference equation where σ and τ : N → Z are nond...
Dedicated to the memory of Professor Panayiotis D. Siafarikas, a very good friend and colleague. Con...
AbstractConsider the delay difference equation xn+1−xn+pnxτ(n)=0, 0,1,2,…,where τ : N → Z, τ(n) < n ...
Abstract. We obtain some oscillation criteria for solutions of the nonlinear delay differ-ence equat...
Abstract. We obtain some oscillation criteria for solutions of the nonlinear delay differ-ence equat...
AbstractConsider the first-order delay difference equation where lim infn→∞ Pi(n) = pi ≥ 0, ki > 0,...
AbstractIn this paper, we establish some oscillation criteria of the second-order delay difference e...
AbstractBy using the method of Yu, Zhang and Qian in [J.S. Yu, B.G. Zhang, X.Z. Qian, Oscillation of...
AbstractIn this study, a new companion transformation is used for the neutral delay difference equat...
AbstractThis paper is concerned with the linear delay partial difference equation aAm+1,n+1 + bAm+1,...