应用数学
應用數學
응용수학
MATHEMATICA APPLICATA
2007年
2期
408-414
,共7页
随机Gilpin-Ayala竞争模型%Liapunov函数%M矩阵%随机微分方程
隨機Gilpin-Ayala競爭模型%Liapunov函數%M矩陣%隨機微分方程
수궤Gilpin-Ayala경쟁모형%Liapunov함수%M구진%수궤미분방정
Gilpin-Ayala competition models%Liapunov function%M-matrix%Stochastic differential equation
本文主要研究了一类随机Gilpin-Ayala竞争模型,它比经典Lotka-Volterra竞争模型更具一般性和实际意义.通过应用M矩阵的性质,得出随机Gilpin-Ayala竞争模型的稳定性的一些结论.
本文主要研究瞭一類隨機Gilpin-Ayala競爭模型,它比經典Lotka-Volterra競爭模型更具一般性和實際意義.通過應用M矩陣的性質,得齣隨機Gilpin-Ayala競爭模型的穩定性的一些結論.
본문주요연구료일류수궤Gilpin-Ayala경쟁모형,타비경전Lotka-Volterra경쟁모형경구일반성화실제의의.통과응용M구진적성질,득출수궤Gilpin-Ayala경쟁모형적은정성적일사결론.
In this paper, we investigate a stochastic Gilpin-Ayala competition system, which is more genaral and more realistic than the classical Lotka-Volterra competition system. According to the propriety of M-matrix, some new results of the stability of stochastic Gilpin-Ayala competition system are obtained.
