Q-Fuzzy derivations KU-ideals on KU-algebras

Samy M. Mostafa, Ahmed Abd-Eldayem

Abstract


In this manuscript, we introduce a new concept, which is called Q- fuzzy left (right) derivations KU- ideals in KU-algebras. We state and prove some theorems about fundamental properties of it. Moreover, we give the concepts of the image and the pre-image of Q- fuzzy left (right) derivations KU-ideals under homomorphism of KU- algebras and investigated some its properties. Further, we have proved that every the image and the pre-image of Q-fuzzy left (right) derivations KU-ideals under homomorphism of KU- algebras are Q- fuzzy left (right) derivations KU-ideals. Furthermore, we give the concept of the Cartesian product of Q- fuzzy left (right) derivations KU - ideals in Cartesian product of KU – algebras.

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Published: 2015-11-23

How to Cite this Article:

Samy M. Mostafa, Ahmed Abd-Eldayem, Q-Fuzzy derivations KU-ideals on KU-algebras, Algebra Letters, Vol 2015 (2015), Article ID 5

Copyright © 2015 Samy M. Mostafa, Ahmed Abd-Eldayem. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

Algebra Letters

ISSN 2051-5502

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