摘要
用扩大状态空间 E=(一切非负整数)为 Z=(一切整数)的方法,得到两参数 Poisson 过程即poisson 单的存在定理.同时指出了 poisson 随机测度和 poisson 单的等价定义.
Using the method of expanding the state-space E=(all nonnegative integers) to the
state-space z=(all integers),existence theorems of two-parameter Poisson processes (Poisson
sheets) are derived.In addition,the Poisson random measure and an equivalent definition of
Poissson sheet are pointed.
基金
国家自然科学基金资助课题
关键词
马尔科夫性
定理
POISSON过程
two-parameter Poisson process
Markov property
three-point transfer functions
Poisson random measure
Existence
