We investigate asymptotic behavior and periodic nature of positive solutions of the difference equation =max{/−1,1/−3},=0,1,…, where >0 and 0<<1. We prove that every positive solution of this difference equation approaches =1 or is eventually periodic with period 2
We consider the higher-order nonlinear difference equation +1=(+−)/(1++−),=0,1,… with the parameters...
AbstractThis work studies the boundedness and global attractivity for the positive solutions of the ...
We study the following max-type difference equation xn=max{An/xn-r,xn-k}, n=1,2,…, where {An}n=1+∞ ...
AbstractIn this paper, we investigate the asymptotic behavior and periodic nature of positive soluti...
We investigate the periodic nature, the boundedness character, and the global attractivity of the po...
We investigate the local stability, prime period-two solutions, boundedness, invariant intervals, an...
summary:Consider the following higher order difference equation \begin{equation*} x(n+1)= f\big (n,x...
summary:Consider the following higher order difference equation \begin{equation*} x(n+1)= f\big (n,x...
AbstractWe consider positive solutions of the following difference equation: We prove that every po...
We study global behavior of the following max-type difference equation xn+1=max{1/xn,An/xn−1}, n=0,...
We investigate the global convergence result, boundedness, and periodicity of solutions of the recur...
Difference equations arise in many fields of mathematics, both as discrete analogs of continuous beh...
Abstract. In this paper, we study the asymptotic behavior of positive solu-tions of the nonlinear di...
We study the global stability, the boundedness nature, and the periodic character of the positive so...
AbstractThis paper studies global asymptotic stability for positive solutions to the equationyn=yn−k...
We consider the higher-order nonlinear difference equation +1=(+−)/(1++−),=0,1,… with the parameters...
AbstractThis work studies the boundedness and global attractivity for the positive solutions of the ...
We study the following max-type difference equation xn=max{An/xn-r,xn-k}, n=1,2,…, where {An}n=1+∞ ...
AbstractIn this paper, we investigate the asymptotic behavior and periodic nature of positive soluti...
We investigate the periodic nature, the boundedness character, and the global attractivity of the po...
We investigate the local stability, prime period-two solutions, boundedness, invariant intervals, an...
summary:Consider the following higher order difference equation \begin{equation*} x(n+1)= f\big (n,x...
summary:Consider the following higher order difference equation \begin{equation*} x(n+1)= f\big (n,x...
AbstractWe consider positive solutions of the following difference equation: We prove that every po...
We study global behavior of the following max-type difference equation xn+1=max{1/xn,An/xn−1}, n=0,...
We investigate the global convergence result, boundedness, and periodicity of solutions of the recur...
Difference equations arise in many fields of mathematics, both as discrete analogs of continuous beh...
Abstract. In this paper, we study the asymptotic behavior of positive solu-tions of the nonlinear di...
We study the global stability, the boundedness nature, and the periodic character of the positive so...
AbstractThis paper studies global asymptotic stability for positive solutions to the equationyn=yn−k...
We consider the higher-order nonlinear difference equation +1=(+−)/(1++−),=0,1,… with the parameters...
AbstractThis work studies the boundedness and global attractivity for the positive solutions of the ...
We study the following max-type difference equation xn=max{An/xn-r,xn-k}, n=1,2,…, where {An}n=1+∞ ...
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