摘要
研究一类具连续变量的高阶中立型差分方程△'_t[x(t)-c(t)x(t-T)]+p(t)x(t-σ)=0,t≥t_0>0的解的振动性,给出了有界解振动的充分条件。
This paper investigates the oscillation of solution for a class of high order neutral difference equations with continuous arguments a △t＇[x（t）-c（t）x（t-T）]＋p（t）x（t-σ）=0,t≥t0〉0.The sufficient condition for bounded oscillation of the solutions is obtained.
出处
《湖南第一师范学院学报》
2016年第2期95-96,共2页
Journal of Hunan First Normal University
关键词
差分方程
有界解
振动
非振动
difference equation
bounded solution
oscillation
nonoscillation
