Author： Markechová Dagmar Mosapour Batool Ebrahimzadeh Abolfazl
Publisher： MDPI
E-ISSN： 1099-4300|20|2|129-129
ISSN： 1099-4300
Source： Entropy, Vol.20, Iss.2, 2018-02, pp. : 129-129
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Abstract
In the paper we propose, using the logical entropy function, a new kind of entropy in product MV-algebras, namely the logical entropy and its conditional version. Fundamental characteristics of these quantities have been shown and subsequently, the results regarding the logical entropy have been used to define the logical mutual information of experiments in the studied case. In addition, we define the logical cross entropy and logical divergence for the examined situation and prove basic properties of the suggested quantities. To illustrate the results, we provide several numerical examples.
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