Results 61 to 70 of about 202 (72)
Lattice of closure endomorphisms of a Hilbert algebra
A closure endomorphism of a Hilbert algebra A is a mapping that is simultaneously an endomorphism of and a closure operator on A. It is known that the set CE of all closure endomorphisms of A is a distributive lattice where the meet of two elements is ...
Cīrulis, Jānis
core
Doubt Fuzzy BOI-ideal of BOI-algebra [PDF]
The aim of this paper is to introduce the notion of doubt fuzzy BOI-ideal of BOI-algebra and to study their properties. The homomorphic image and the inverse image of a doubt fuzzy BOI-ideal isstudied well.
El-Gendy, Osama Rashad
core +1 more source
Construction of Codes By Hyper KU-Valued Functions [PDF]
Coding Theory is a mathematical domain with many applications in Information theory. Various type of codes and their connections with other mathematical objects have been intensively studied.
Ghanem, Reham A. +2 more
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Łukasiewicz anti fuzzy subalgebras of BCK/BCI-algebras [PDF]
The subalgebra of BCK/BCI-algebra using Łukasiewicz anti fuzzy set introduced by Jun is studied in this article. The concept of Łukasiewicz anti fuzzy subalgebra of a BCK/BCI-algebra is introduced, and several properties are investigated.
Bordbar, Hashem, Kang, Jeong Gi
core +2 more sources
Relation between Hilbert Algebras and BE–Algebras [PDF]
Hilbert algebras are introduced for investigations in intuitionistic and other non - classical logics and BE -algebra is a generalization of dual BCK -algebra. In this paper, we investigate the relationship between Hilbert algebras and BE -algebras.
Borzooei, R. A. +2 more
core +1 more source
© Hindawi Publishing Corp. ON THE CLASS OF QS-ALGEBRAS [PDF]
We consider some fundamental properties of QS-algebras and show that (1) the theory of QS-algebras is logically equivalent to the theory of Abelian groups, that is, each theorem of QS-algebras is provable in the theory of Abelian groups, and conversely ...
Michiro Kondo
core +2 more sources
Distributive implication groupoids
Chajda Ivan, Halaš Radomir
doaj +1 more source
Representation and duality for Hilbert algebras
Celani Sergio +2 more
doaj +1 more source

