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 …

Recently, there has been great interest in studying difference equation systems. One of the
reasons for this is a necessity for some techniques that can be used in investigating …

On the solutions and periodic nature of some systems of difference equations 1. Introduction
This paper is devoted to study the Page 1 International Journal of Biomathematics Vol. 7, No …

We are concerned with a kind of three‐dimensional system of rational difference equations,
given by Kurbanli (2011). A new expression of solution of the system is presented, and the …

Recently, studying the qualitative behavior of difference equations and systems is a topic of
great interest. Applications of difference equations and discrete dynamical systems have …

In this paper, we are interested in a technique for solving some nonlinear rational systems of
difference equations of third order, in three‐dimensional case as a special case of the …

Solutions and periodicity for some systems of fourth order rational difference equations
Page 1 Solutions and periodicity for some systems of fourth order rational difference …

Solution of the Rational Difference Equation xn+1 = Page 1 Filomat 33:5 (2019), 1353–1359
https://doi.org/10.2298/FIL1905353S Published by Faculty of Sciences and Mathematics …

Our aim in this paper is to obtain formulas for solutions of rational difference equations such
as xn+ 1= 1±xn− 1 yn/1− yn, yn+ 1= 1±yn− 1 xn/1− xn, and xn+ 1= 1±xn− 1 yn− 2/1− yn, yn+ …

In this paper, we study the equilibrium points, local asymptotic stability of equilibrium points,
global behavior of equilibrium points, boundedness and periodicity of the rational recursive …