摘要
研究差分方程 ，n = 0, 1, …, α＜1，所有负解的全局稳定性，初始条件x -1，x0是任意实数，得到方程唯一的负平衡点是一个全局吸引子，其吸引域依赖于参数的限制条件。
In this paper, the global stability of all negative solution of the difference equation xn+1=a+(xn-1/xn) is studied and when α<1 is a real number, and the initial conditions x-1, xo are arbitrary real numbers, We show that unique negative equilibrium of the equation is a global attractor with a basin that depends on certain conditions of the coefficient.
出处
《天水师范学院学报》
2003年第2期1-3,共3页
Journal of Tianshui Normal University
