[PDF][PDF] Quantification method of classification processes. Concept of structural -entropy
J Havrda, F Charvát - Kybernetika, 1967 - dml.cz
J Havrda, F Charvát
Kybernetika, 1967•dml.czDefinition 1. Let B be a non-empty set with a normed measure (it is a measure defined on
the set of all subsets of B such that the measure of B is 1). Let {Jf v} veJt be an indexed set of
finite families Jfv of propositional functions on B (c€" v=={"/>!,..., vpNv}, where Nv is a positive
integer) such that
the set of all subsets of B such that the measure of B is 1). Let {Jf v} veJt be an indexed set of
finite families Jfv of propositional functions on B (c€" v=={"/>!,..., vpNv}, where Nv is a positive
integer) such that
Definition 1. Let B be a non-empty set with a normed measure (it is a measure defined on the set of all subsets of B such that the measure of B is 1). Let {Jf v} veJt be an indexed set of finite families Jfv of propositional functions on B (c€" v=={"/>!,..., vpNv}, where Nv is a positive integer) such that
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