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Interval-valued intuitionistic automorphisms: relationships and properties

Lidiane VisinitinÍbero BenítezMarlon S. DiasRenata H. S. ReiserBenjamín Bedregal

This paper aims to contribute with the study related to conjugate connectives of the Interval-valued Intuitionistic Fuzzy Logic. The $phi$-representability automorphism theorem formalizes the relationships from the automorphism class to interval-valued intuitionistic automorphism class, also visiting other classes, such as the intuitionistic automorphism class and interval-valued automorphism class. The conjugate of an interval-valued intuitionistic fuzzy negation preserves the main properties of its corresponding fuzzy negation and it can be obtained either from an interval-valued fuzzy negation or from an intuitionistic fuzzy negation.

http://www.lbd.dcc.ufmg.br/colecoes/cbsf/2012/0087.pdf

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