摘要
讨论随机间断性噪声驱动系统,得到几率密度满足的积分微分方程.研究表明,该方程在一定条件下可转化为偏微分方程.给出了这一条件,并发现一些重要的物理系统满足该条件.
Systems driven by randomly interrupted noises are discussed in this paper. A integrodifferential equation is deduced for the probability density of these systems. It is shown that this integrodifferential equation can be converted to a partial differential equation under a certain condition which is given and can be satisfied by some important physical systems.
出处
《武汉城市建设学院学报》
1995年第4期39-43,共5页
Journal of Wuhan Urban Construction Institute
关键词
随机微分方程
噪声
几率密度
驱动系统
external noise
stochastic differential equation
randomly interrupted noise
probability density