Stability of a fractional difference equation of high order Page 1 Available online at www.isr-publications.com/jnsa
J. Nonlinear Sci. Appl., 12 (2019), 65–74 Research Article ISSN: 2008-1898 Journal …

Obtaining the exact solutions of most rational recursive equations is sophisticated
sometimes. Therefore, a considerable number of nonlinear difference equations is often …

In this paper, we discuss some qualitative properties of the positive solutions to the following
rational nonlinear difference equation ${x_ {n+ 1}}=\frac {{\alpha {x_ {nm}}}\\+\\\delta {{x …

The exact solutions of most nonlinear difference equations cannot be obtained theoretically
sometimes. Therefore, a massive number of researchers predict the long behaviour of most …

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 investigate the local stability, global stability, and boundedness of solutions
of the recursive sequence S_ n+ 1= S_ np\left (α+ bS_ nq cS_ n-q+ dS_ nr\right), S n+ 1= S …

In this article, we study the periodicity, the boundedness and the global stability of the
positive solutions of the following nonlinear difference equationkkkk777. PNG where the …

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 …

Some natural phenomena are sometimes modeled by using recursive equations. Therefore,
extracting exact solutions of such equations plays a significant role in explaining the future …

Some difference equations are generally studied by investigating their long behaviours
rather than their exact solutions. The proposed equations cannot be solved analytically …