A Fuzzy ^- ideal of aBH- algebra
DOI:
https://doi.org/10.31642/JoKMC/2018/040204Keywords:
ℬℋ-algebra, ideal of ℬℋ-algebra, fuzzy ideal of ℬℋ-algebra.Abstract
In this paper, we introduce the notions of - ideal of a ℬℋ-algebra in ordinary and fuzzy senses. Also, we give some properties of them and link these notions with some types of ideals of ℬℋ- algebra in ordinary and fuzzy senses .The image and preimage of fuzzy - ideal under a ℬℋ homomorphism are investigatedDownloads
References
. . aeid, . amdar and R. . orzooei,"Ideal Theory of - lgebras", world applied Sciences Journal 7 (11):1446-1455, 2009.
. . Park, "Interval-valued fuzzy ideal in ℬℋ-algebras", dvance in fuzzy set and systems 1(3), 231–240, 2006.
D. Dubois and . Prade, "Fuzzy Sets nd Systems", cademic Press. Inc. (London) Ltd., cademic Press. INC. fifth venue, New York, 1980.
E.M. kim and . . hn "On Fuzzy n-fold Strong Ideals of ℬℋ- algebras", J. ppl. Math & Informatics. 30,(No.3) – 4, pp. 665-676,2012. [5] . . bass and . . ahham, " Completely Closed Ideal Of a G- lgebra", first edition, cholar's press, Germany 2016.
L. . Zadeh, “Fuzzy ets", Information and control, Vol. 8, PP. 338-353, 1965. DOI: https://doi.org/10.1016/S0019-9958(65)90241-X
L. Martinez, “Fuzzy Modules Over Fuzzy Rings in Connection with Fuzzy Ideal of Ring”, J. Fuzzy Math. Vol.4,P.843-857,1996.
Q. Zhang, E. . Roh and Y. . Jun, "On Fuzzy ℬℋ-algebras", J. uanggang, Normal Univ. 21(3), pp. 14–19, 2001.
Q.Zhang, Y. . Jun and E. . Roh, "On the ranch of ℬℋ-algebras",Scientiae Mathematicae Japonicae Online,Vol.4, pp.917-921,2001.
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Copyright (c) 2017 Karrar Deiaa Mohamed
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