摘要
首先证明了两参数单点马尔可夫过程──定有两参数单点转移函数族，其次研究了两参数单点马尔可夫过程在单方向上的转移，最后定义了一种特殊的两参数单点马尔可夫过程－－双向随机游动。
We firstly proved that a two-parameter single-point Markov process (to be abbreviated as(TSMP) pocesses a family of two-parameter single-point transition functions (to be abbreviated as FSTF). Secondly we considered transition in single direction for a two-parameter single-point Markov process. Finally we defined a special two-parameter single-point Markov process which is called two-direction random walk.
出处
《湖南师范大学自然科学学报》
CAS
1994年第1期1-6,共6页
Journal of Natural Science of Hunan Normal University
基金
ProjectSupportedbytheNationalNaturalScienceFundationofChina
关键词
两参数
随机过程
马氏过程
two-parameter random process two-parameter single-point Markov property family of two-parameter single-point transition functions transition in single-direction two-direction random walk
