二值命题逻辑中的概率真度
이치명제라집중적개솔진도
Probability truth degree of formulas in classical propositional logic
  • 万方数据
    计算机工程与应用 계산궤공정여응용
    COMPUTER ENGINEERING AND APPLICATIONS
    2010年 11期 46-48,76 ,共4页

    于西昌%谭桂梅

    우서창%담계매

    概率真度%数学期望%相关系数%熵 概率真度%數學期望%相關繫數%熵
    개솔진도%수학기망%상관계수%적
    probability truth degree%mathematical expectation%correlation coefficient%entropy
    将二值命题逻辑系统的真度概念引入到概率逻辑,定义了公式的期望,给出了反映公式之问内在联系的相关系数,研究了无限公式收敛时所遵循的规律及特点,引入了度量不确定性的特征值-熵.
    장이치명제라집계통적진도개념인입도개솔라집,정의료공식적기망,급출료반영공식지문내재련계적상관계수,연구료무한공식수렴시소준순적규률급특점,인입료도량불학정성적특정치-적.
    The truth degree of classical propositional logic systems is introduced to probability logic,and the expectation of formula is given.Moreover,the correlation coefficient between formulas is studied;also the rules and the properties of infinite formula which is converging are studied.Finally.an entropy as the eigenvalue for metric uncertainty is defined.
    원문보기 원문다운로드 사이트로이동
저자의 최근 논문