大庆师范学院学报
大慶師範學院學報
대경사범학원학보
JOURNAL OF DAQING NORMAL UNIVERSITY
2012年
6期
56-59
,共4页
Logistic方程%Brownian运动%Markov链%随机持久性%全局吸引性
Logistic方程%Brownian運動%Markov鏈%隨機持久性%全跼吸引性
Logistic방정%Brownian운동%Markov련%수궤지구성%전국흡인성
logistic equation%brownian motion%markov chain%stochastic permanence%global stability
研究了带有白噪声和Markov转换的随机Logistic方程的随机持久性和全局吸引性,在一定条件下给出了解的存在唯一性和解的期望的上下界。
研究瞭帶有白譟聲和Markov轉換的隨機Logistic方程的隨機持久性和全跼吸引性,在一定條件下給齣瞭解的存在唯一性和解的期望的上下界。
연구료대유백조성화Markov전환적수궤Logistic방정적수궤지구성화전국흡인성,재일정조건하급출료해적존재유일성화해적기망적상하계。
The Global stability and stochastic permanence of a logistic equation with random perturbation in the Markov switching are investigated,the existence and uniqueness of solution and the upper and lower bound of expectation of solution are derived under the certain condition.
