In this paper, we investigated the periodic nature and the form of the solutions of nonlinear di􏳸
erence equations systems of order three x_ n+ 1= x_ n-2 y_ n-1 y_n (± 1 ± x_ n-2 y_ n-1), y …

We study the global result, boundedness, and periodicity of solutions of the difference
equation xn+ 1= a+ bxn− l+ cxn− k dxn− l+ exn− k, n= 0, 1,..., where the parameters a, b, c, d …

In this paper, we study solution and periodic nature of the following difference equations xn+
1= xn-1xn-5 xn-3 (소 1 소 xn-1xn-5), n= 0, 1,..., where the initial conditions x-5, x-4, x-3, x-2, x …

In this paper, we derive the forbidden set and determine the solutions of the difference
equation that contains a quadratic term\begin {equation*} x_ {n+ 1}=\frac {x_ {n} x_ {np}}{ax …

Dynamics and global stability of higher order nonlinear difference equation Page 87
Dynamics and Global Stability of Higher Order Nonlinear Difference Equation EM Elsayed …

DYNAMICS AND GLOBAL STABILITY OF SECOND ORDER NONLINEAR DIFFERENCE
EQUATION Difference equations precribe real life situations i Page 1 ISSN: 2832-4293 Pan-American …

In this paper, we obtain the solutions of the following recursive sequences: xnC1 D xn 3xn 4
xn. 1 xn 1xn 2xn 3xn 4/, n D 0, 1,:::,(1) where the initial conditions are arbitrary real numbers …

In this paper provides proof of the existence of periodicity, asymptotic behavior, and
boundedness of the following quadratic three order difference equation wn+ 1= ζwn− 1+ …

The dynamics of a single population with non-overlapping generations can be described
deterministically by a scalar difference equation in this study. A discrete-time Beverton–Holt …

In this article, we investigate the dynamics of the solutions of the following non-linear
difference equation x< sub> n+ 1= x< sub> n-2 x< sub> n-3-1, n∈ N< sub> 0 with arbitrary …