Morphisms on lattice ordered interval-valued hesitant fuzzy soft sets

In 2018, we presented the structure of lattice on one of the efficient hybrid models interval-valued hesitant fuzzy soft set. As a result of this intention, the new idealogy of lattice on IVHFSS was introduced with vital properties and its real life application was examined. In this current work, we...

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Bibliographic Details
Published inJournal of intelligent & fuzzy systems Vol. 36; no. 3; pp. 2307 - 2310
Main Authors Pandipriya, AR, Vimala, J., Anusuya Ilamathi, VS
Format Journal Article
LanguageEnglish
Published Amsterdam IOS Press BV 01.01.2019
Subjects
Fuzzy sets
Homomorphisms
Isomorphism
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Summary:In 2018, we presented the structure of lattice on one of the efficient hybrid models interval-valued hesitant fuzzy soft set. As a result of this intention, the new idealogy of lattice on IVHFSS was introduced with vital properties and its real life application was examined. In this current work, we instigated how the idea of homomorphism and isomorphism on L - IVHFSS is working and few concomitant theorems are proved.
ISSN:1064-1246
1875-8967
DOI:10.3233/JIFS-169941