where the initial conditions x−1, x0 are arbitrary real numbers and a, b, c, d are positive constants. Recently, there has been a lot of interest in studying the global attractivity, boundedness… (More)

In this paper, the bifurcation analysis for Burgers mapping has been studied. The existence and stability of the fixed points of this map was derived. The conditions of existence for pitchfork… (More)

The discrete-time Prey-predator system obtained by two dimensional map was studied in present study. The fixed points and their stability were analyzed. Bifurcation diagram has been obtained for… (More)

Recently there has been a lot of interest in studying the global attractivity, the boundedness character, and the periodicity nature of nonlinear difference equations. In [5, 6, 8] some global… (More)

The main objective of this paper is to study the oscillatory behavior of the solutions of the following non linear functional differential equations (a(t)Ψ(x(t))x′(t))′ + p(t)x′(t) + q(t) f (x(g(t))… (More)

This paper deals with the investigation of the following more general rational difference equation: yn 1 αyn/ β γ ∑k i 0 y p n− 2i 1 ∏k i 0yn− 2i 1 , n 0, 1, 2, . . . ,where α, β, γ, p ∈ 0,∞ with the… (More)

In this paper, the dynamics of discrete triopoly game with heterogeneous players has been studied. In this game, three players with different expectations were used to iterate the dynamic game. The… (More)

This paper is devoted to investigate the global behavior of the following rational difference equation: yn 1 αyn−t/ β γ ∑k i 0 y p n− 2i 1 ∏k i 0y q n− 2i 1 , n 0, 1, 2, . . ., where α, β, γ, p, q ∈… (More)

where the initial conditions x-r, x-r+1, x-r+2,..., x0 are arbitrary positive real numbers, r = max{l, k, p, q} is nonnegative integer and a, b, c are positive constants: Moreover, we obtain the form… (More)