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 …

In this paper, the solutions of the recursive sequences x_ n+ 1= x_ n x_ n-2 x_ n-4 x_ n-1 x_
n-3 (± 1 ± x_ n x_ n-2 x_ n-4),\;\;\; n= 0, 1,..., xn+ 1= xnxn-2 xn-4 xn-1 xn-3 (±1±xnxn-2 xn-4) …

In this paper we study the behavior of the rational difference equationof the fourth orderx n+
1= ax n+ bx nxn− 2 cx n− 2+ dx n− 3, n= 0, 1,..., where the initial conditions x− 3, x− 2, x− 1, x …

In this paper we study existence of solutions and the periodicity character of the following
difference equations... where initial conditions are arbitrary nonzero real numbers such that …

In this paper, we deal with the existence of solutions and the periodic ity character of the
following systems of rational difference equations with order two where the initial conditions …

The Form of Solutions and Periodic Nature for Some System of Difference Equations Page
1 Fundamental Journal of Mathematics and Applications, 6 (1) (2023) 24-34 Research …

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 article, we study the periodicity, the boundedness and the global stability of the
positive solutions of the following nonlinear difference equation xn+ 1= Axn+ Bxn− k+ Cxn …

In this paper we deal with the behavior of the local stability, global attractor and
boundedness of solutions of the following difference equation x< sub> n+ 1= ax< sub> n-1+ …