二值逻辑系统中理论的随机发散度的分布  

Distribution of randomized divergence degree in 2-valued propositional logic system

作　　者：袁凯峰[1] 

机构地区：[1]桂林航天工业学院机械工程系,广西桂林541004

出　　处：《计算机工程与应用》2016年第12期49-52,共4页Computer Engineering and Applications

基　　金：广西壮族自治区教育厅科研项目(No.201106LX709)

摘　　要：在二值命题逻辑系统的随机逻辑度量空间(F(S),ρ_p)中提出理论的p-随机发散度概念,指出理论的p-随机发散度是和随机两点分布序列p=(p_1,p_2,…)的具体取值密切相关的,证明了全体原子公式集S的p-随机发散度随着两点分布序列p的不同取值可以充满整个实数(0,1]区间。The concept of p-randomized divergence degree is introduced in randomized logic metric space of 2-valued propositional logical system. It points out that the p -randomized divergence degree and the values of randomized two-point distribution are closely related. It is proven that the p-randomized divergence degree of the set of atomic formu-las with different values of two-point distribution sequence can be full of the real number interval (0'1] .

关 键 词：随机真度 随机逻辑度量空间 随机发散度 

分 类 号：O141.1[理学—数学]