Entropy and Syntropy in the Context of Five-Valued Logics
This work addresses theoretical foundations for fuzzy logic systems, but it appears incremental as it extends existing concepts to a five-valued framework.
The paper tackled the representation of bifuzzy sets using a five-valued logic with values like true, false, inconsistent, incomplete, and ambiguous, and constructed formulae for similarity, entropy, and syntropy.
This paper presents a five-valued representation of bifuzzy sets. This representation is related to a five-valued logic that uses the following values: true, false, inconsistent, incomplete and ambiguous. In the framework of five-valued representation, formulae for similarity, entropy and syntropy of bifuzzy sets are constructed.