CAJ | 학술논문

运用图模型的基本理论,研究了离散型和连续型两种随机变量熵和信息量的相关性质,讨论了这两种情况下条件信息量的性质,再利用无向图的概念,推导了几种简单的无向图节点信息量的一般结论,即相邻节点间的信息量大于不相邻节点的信息量.
운용도모형적기본이론,연구료리산형화련속형량충수궤변량적화신식량적상관성질,토론료저량충정황하조건신식량적성질,재이용무향도적개념,추도료궤충간단적무향도절점신식량적일반결론,즉상린절점간적신식량대우불상린절점적신식량.
In this paper,we studied the related properties of entropy and information on the discrete and continuous random variables by using the basic theory of graphical model,discussed some properties of the conditional information in the two cases,then by use of the basic concept of undirected graph,we generalized a general conclusion about several simple information on node of undirected graph which is information on adjacent nodes are more than not adjacent nodes.