A nonlinear rational difference equation was investigated with respect to the positive parameters and nonnegative initial conditions. The boundedness character, periodic nature, and the global asymptotic stability of all positive solutions of the equation were presented. Some basic results were reported about semicycles which can be in the equation
Let be a nonnegative integer and a real number greater than or equal to 1. We present qualitative ...
Let be a nonnegative integer and a real number greater than or equal to 1. We present qualitative ...
In this paper, we study the oscillating property of positive solutions and the global asymptotic sta...
A nonlinear rational difference equation was investigated with respect to the positive parameters an...
AbstractWe investigate the boundedness character, the periodic nature, and the global asymptotic sta...
We investigate the global asymptotic stability, the periodic nature, the rate of convergence, and th...
Our goal is to study the global properties of some nonlinear rational difference equations. Consider...
We consider the higher-order nonlinear difference equation +1=(+−)/(1++−),=0,1,… with the parameters...
AbstractIn this article, we study the periodicity, the boundedness and the global stability of the p...
In this paper, we will investigate the dynamics of a nonlinear rational difference equation of a hig...
We investigate the global behavior of the solutions of several rational difference equations. In par...
We provide three results in this dissertation: first, we establish a method for determining the rate...
In this article, we study the periodicity, the boundedness and the global stability of the positive ...
ABSTRACT. In this paper the dynamics for a third-order rational difference equation is considered. T...
This paper is concerned with the global asymptotic behavior of positive solution for a system of two...
Let be a nonnegative integer and a real number greater than or equal to 1. We present qualitative ...
Let be a nonnegative integer and a real number greater than or equal to 1. We present qualitative ...
In this paper, we study the oscillating property of positive solutions and the global asymptotic sta...
A nonlinear rational difference equation was investigated with respect to the positive parameters an...
AbstractWe investigate the boundedness character, the periodic nature, and the global asymptotic sta...
We investigate the global asymptotic stability, the periodic nature, the rate of convergence, and th...
Our goal is to study the global properties of some nonlinear rational difference equations. Consider...
We consider the higher-order nonlinear difference equation +1=(+−)/(1++−),=0,1,… with the parameters...
AbstractIn this article, we study the periodicity, the boundedness and the global stability of the p...
In this paper, we will investigate the dynamics of a nonlinear rational difference equation of a hig...
We investigate the global behavior of the solutions of several rational difference equations. In par...
We provide three results in this dissertation: first, we establish a method for determining the rate...
In this article, we study the periodicity, the boundedness and the global stability of the positive ...
ABSTRACT. In this paper the dynamics for a third-order rational difference equation is considered. T...
This paper is concerned with the global asymptotic behavior of positive solution for a system of two...
Let be a nonnegative integer and a real number greater than or equal to 1. We present qualitative ...
Let be a nonnegative integer and a real number greater than or equal to 1. We present qualitative ...
In this paper, we study the oscillating property of positive solutions and the global asymptotic sta...
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