In this paper, we obtain the form of the solutions of some rational difference equations via
adjusted Jacobsthal-Padovan numbers. We find a relation between the exact solutions and …

This paper is concerned with the dynamics of positive solutions for a system of rational
difference equations of the following form un+ 1= αu2 n− 1 β+ γvn− 2, vn+ 1= α1v2 n− 1 β1+ …

STABILITY OF NEGATIVE EQUILIBRIUM OF A NON-LINEAR DIFFERENCE EQUATION Page
1 Journal of Mathematical Sciences: Advances and Applications Volume 49, 2018, Pages …

ON THE ASYMPTOTICALLY PERIODIC SOLUTIONS OF A FIFTH ORDER DIFFERENCE
EQUATION 1. Introduction The existence of periodic solution Page 1 Journal of Mathematical …

This paper deals with the form, the stability character, the periodicity and the global behavior
of solutions of the following four rational difference equations\[x_ {n+ 1} &=\frac {\pm 1}{x …

On The Dynamics of a Nonlinear Difference Equation Erkan TAŞDEMİR Abstract In this study
we investigate the stability of solut Page 1 * Corresponding Author Received: 26 June 2018 …

Global Dynamics of a Third-Order Rational Difference Equation Page 1 Karaelmas Fen ve
Müh. Derg. 8(2):585-589, 2018 *Corresponding author: m.gumus@beun.edu.tr Mehmet …

This paper aims to investigate the periodicity of solutions of the following delay nonlinear
difference equation xn+ 1= axn− k+ bxn− l+ k∑ i= 0 aixn− il∑ j= 0 bj xn− j, n= 0, 1,... where …

In this paper, we investigate the equilibrium points, stability of two equilibrium points,
convergences of negative equilibrium point, periodic solutions, and existence of bounded or …

 This paper aims to investigate the global stability and the rate of convergence of positive
solutions that converge to the equilibrium point of the system of difference equations in the …