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Results on equality algebras

Zebardast, F. ; Borzooei, R.A. ; Aaly Kologani, M.

Information sciences, 2017-03, Vol.381, p.270-282 [Periódico revisado por pares]

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Título:
Results on equality algebras
Autor: Zebardast, F. ; Borzooei, R.A. ; Aaly Kologani, M.
Assuntos: Algebra ; BL-algebra ; Boolean-algebra ; EQ-algebra ; Equality algebra ; Equivalence ; Fuzzy logic ; Hertz-algebra ; Heyting-algebra ; Hoop-algebra ; Lattices ; MTL-algebra ; MV-algebra ; Residuated lattice ; Semantics
É parte de: Information sciences, 2017-03, Vol.381, p.270-282
Notas: ObjectType-Article-1
SourceType-Scholarly Journals-1
ObjectType-Feature-2
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Descrição: In this paper, by considering the notion of equality algebra, which is introduced by Jenei in [18], as a possible algebraic semantic for fuzzy type theory, we study and show that there are relations among equality algebras and some of other logical algebras such as residuated lattice, MTL-algebra, BL-algebra, MV-algebra, Hertz-algebra, Heyting-algebra, Boolean-algebra, EQ-algebra and hoop-algebra. The aim of this paper is to find that under which conditions, equality algebras are equivalent to these logical algebras.
Editor: Elsevier Inc
Idioma: Inglês

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