Our goal in this paper is to investigate the long-term behavior of solutions of the following difference equation: +1=−1−1, =0,1,2,…, where the initial conditions −1 and 0 are real numbers. We examine the boundedness of solutions, periodicity of solutions, and existence of unbounded solutions and how these behaviors depend on initial conditions
In this paper, we investigate the periodicities and long-term behaviour of the nonlinear difference ...
We study the global stability, the boundedness nature, and the periodic character of the positive so...
AbstractThe aim of this work is to investigate the global stability, periodic nature, oscillation an...
The long-term behavior of solutions of the following difference equation: +1=−2−1, ∈ℕ0, where the in...
We investigate the asymptotic behavior, the oscillatory character and the periodic nature of solutio...
Abstract The existence of bounded solutions to the linear first-order difference equation on the set...
AbstractWe show that every solution of the difference equation xn+1=max{1xn,Axn−1},n=0,1,..., where...
AbstractWe study the boundedness and the periodic character of the solutions of the equation[formula...
We investigate the boundedness, persistence, and global behavior of solutions of the perennial grass...
Abstract. In this paper, we investigate the global stability and the peri-odic nature of the positiv...
AbstractThis paper is concerned with the qualitative behaviour of solutions to difference equations....
We obtain in this paper the solutions of the following recursive sequences +1=−3/−2(±1±−3), =0,1,…, ...
We study the boundedness of the difference equation , where and the initial values . We show that...
We study the difference equation xn+1=xn−1/(p+xn), n=0,1,…, where initial values x−1,x0∈(0,+∞) and 0...
We investigate the solutions of the system of difference equations +1=−1/(−1−1), +1=−1/(−1−1), +1=−1...
In this paper, we investigate the periodicities and long-term behaviour of the nonlinear difference ...
We study the global stability, the boundedness nature, and the periodic character of the positive so...
AbstractThe aim of this work is to investigate the global stability, periodic nature, oscillation an...
The long-term behavior of solutions of the following difference equation: +1=−2−1, ∈ℕ0, where the in...
We investigate the asymptotic behavior, the oscillatory character and the periodic nature of solutio...
Abstract The existence of bounded solutions to the linear first-order difference equation on the set...
AbstractWe show that every solution of the difference equation xn+1=max{1xn,Axn−1},n=0,1,..., where...
AbstractWe study the boundedness and the periodic character of the solutions of the equation[formula...
We investigate the boundedness, persistence, and global behavior of solutions of the perennial grass...
Abstract. In this paper, we investigate the global stability and the peri-odic nature of the positiv...
AbstractThis paper is concerned with the qualitative behaviour of solutions to difference equations....
We obtain in this paper the solutions of the following recursive sequences +1=−3/−2(±1±−3), =0,1,…, ...
We study the boundedness of the difference equation , where and the initial values . We show that...
We study the difference equation xn+1=xn−1/(p+xn), n=0,1,…, where initial values x−1,x0∈(0,+∞) and 0...
We investigate the solutions of the system of difference equations +1=−1/(−1−1), +1=−1/(−1−1), +1=−1...
In this paper, we investigate the periodicities and long-term behaviour of the nonlinear difference ...
We study the global stability, the boundedness nature, and the periodic character of the positive so...
AbstractThe aim of this work is to investigate the global stability, periodic nature, oscillation an...