李红霞. 基于模糊等价关系随机变量的联合熵[J]. 内江师范学院学报, 2011, (4): 11-13.
    引用本文: 李红霞. 基于模糊等价关系随机变量的联合熵[J]. 内江师范学院学报, 2011, (4): 11-13.
    LI Hong-xia. The Joint Entropy of Random Variable Based on Fuzzy Equivalence Relation[J]. Journal of Neijiang Normal University, 2011, (4): 11-13.
    Citation: LI Hong-xia. The Joint Entropy of Random Variable Based on Fuzzy Equivalence Relation[J]. Journal of Neijiang Normal University, 2011, (4): 11-13.

    基于模糊等价关系随机变量的联合熵

    The Joint Entropy of Random Variable Based on Fuzzy Equivalence Relation

    • 摘要: 将概率分布引入到模糊近似空间中,建立模糊概率近似空间,并将Shannon熵进行了推广,给出了模糊概率近似空间的熵,条件熵.同时,讨论了两个模糊等价关系的联合熵及性质.

       

      Abstract: Abstract: By introducing probability distrbution into fuzzy approximation space, a fuzzy probability approximation space is built up. The Shannon’s entropy which measures information quantity is generalized; and the entropy and the conditional entropy of fuzzy probabilistic approximation space are given as well. The two fuzzy equivalence relations are investigated. At last, the joint entropy, together with its property, is also put under examination.

       

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