Fuzzy Translation and Fuzzy multiplication in BRK-algebras

Alshehri, Halimah

doi:10.29020/nybg.ejpam.v14i3.3971

Cited by 2 publications

(3 citation statements)

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“…This section contains the idea of FM- -T of a Dalgebras. Definition 6.1 [11] Let be a FS of  with [0, T]   and T 1 sup{ ( ) : } uu…”

Section: Fm- -T Of D-algebrasmentioning

confidence: 99%

“…Then, the homomorphism and the Cartesian product of the FT and FM of a PS-algebras are also presented by Priya and Ramachandran [10]. Now days, Alshehri [11] studied the FT and FM of a BRK-algebras and some of their properties were discussed. In this paper we introduced the notion of FT and FM on D-algebras and discussed some of its properties.…”

Section: Introductionmentioning

confidence: 99%

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Fuzzy Translation and Fuzzy Multiplication on D-Algebras

Shahoodh¹,

Adwan²

2022

Tikrit J. Pure Sci.

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The concept of fuzzy set (FS) is one of the beautiful branches in Mathematics. This concept was initiated by Zadeh [1]. Since that time, many studies have been considered this concept by different ways in the field of pure and applied Mathematics. In this article, we introduced the notion of FT and FM on a D-algebras where FT is a fuzzy Translation and FM is a fuzzy Multiplication. We proved some characterizations of FT and FM of sub-algebra and d-ideal of a D-algebras Moreover, the notion of FM-αλ-T has been investigated on the D-algebras Furthermore, some results on the d-homomorphism of FT and FM which based on the fuzzy d-ideal of a D-algebras are presented.

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“…This section contains the idea of FM- -T of a Dalgebras. Definition 6.1 [11] Let be a FS of  with [0, T]   and T 1 sup{ ( ) : } uu…”

Section: Fm- -T Of D-algebrasmentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%

Fuzzy Translation and Fuzzy Multiplication on D-Algebras

Shahoodh¹,

Adwan²

2022

Tikrit J. Pure Sci.

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show abstract

“…Anggraenil [5] has given BFT(bipolar fuzzy translation), BFE(bipolar fuzzy extension), and BFM(bipolar fuzzy multiplication) on bipolar anti-fuzzy ideals of K-algebras in 2019. In 2021, Alshehri [2] studied fuzzy translation (FT) and multiplication (FM) in BRK algebras, Khamrot [3] studied on a right weakly regular semigroup (RWRSG) of generalized a bipolar fuzzy subsemigroup (BFSSG).…”

Section: Introductionmentioning

confidence: 99%