摘要
本文提出并研究了一个带反馈的随机系统。证明了描述此系统的随机过程{X_n,n≥0}是齐次非周期常返的不可约的强Markov链。指出它既不是独立增量过程也不是鞅。求出了它的转移矩阵和终极分布。
In this paper,We have presented a model of the urn with the feedback and have established its probability model.We have proved: i){x_n,n≥O}—discussed object,is the homogeneous,recurrent, noncyclic and incommensurable strong markov chains. ii)But it is neither martingales nor independent increment process. Finally we point out the generalizations and applications of the model.
出处
《华南理工大学学报(自然科学版)》
EI
CAS
CSCD
1990年第2期89-95,共7页
Journal of South China University of Technology(Natural Science Edition)
关键词
随机系统
马尔可夫链
鞅
反馈
stochastic systems
markov chains
martingale