摘要
通过分析Bernoulli试验对应的随机变量序列,给出随机过程的直观定义导致的矛盾.借助测度论的基本概念系统,解析随机过程的数学定义,给出随机过程样本函数与随机过程实现的概念一致性.
By the analysis of Bernoulli experiment, the intuitive definition of stochastic process resulted in a contradiction with the sequence of Bernoulli random variables. With the measure theory, the concept of stochastic process could be mathematical defined, and the concept of sample function could be identified with the concept of the implementation of stochastic process.
出处
《陇东学院学报》
2011年第6期20-23,共4页
Journal of Longdong University