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Generalized Ideals of BCK/BCI-Algebras Based on Fuzzy Soft Set Theory

Author(s): G. Muhiuddin ¹ , D. Al-Kadi ² , K. P. Shum ³ , A. M. Alanazi ¹

Editor(s): Soheil Salahshour

Publication date Created: January 23 2021

Publication date (Print): January 23 2021

Journal: Advances in Fuzzy Systems

Publisher: Hindawi Limited

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Abstract

In the present paper, using Lukaswize triple-valued logic, we introduce the notion of $(α, β)$ -intuitionistic fuzzy soft ideal of $BCK / BCI$ -algebras, where $α and β$ are the membership values between an intuitionistic fuzzy soft point and intuitionistic fuzzy set. Moreover, intuitionistic fuzzy soft ideals with thresholds are introduced, and their related properties are investigated.

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Most cited references 17

Record: found
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Intuitionistic fuzzy sets

Krassimir Atanassov (1986)

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Soft set theory—First results

D. Molodtsov (1999)

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Fuzzy soft sets

K. Maji P., P. K. Maji, Maji P. K. … (2001)

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Author and article information

Contributors

G. Muhiuddin: (View ORCID Profile)

Journal

Title: Advances in Fuzzy Systems

Abbreviated Title: Advances in Fuzzy Systems

Publisher: Hindawi Limited

ISSN (Electronic): 1687-711X

ISSN (Print): 1687-7101

Publication date Created: January 23 2021

Publication date (Print): January 23 2021

Volume: 2021

Pages: 1-10

Affiliations

[1 ]Department of Mathematics, University of Tabuk, Tabuk 71491, Saudi Arabia

[2 ]Department of Mathematics and Statistic, Taif University, Taif 21974, Saudi Arabia

[3 ]Institute of Mathematics, Yunnan University, Kunming 650091, China

Article

DOI: 10.1155/2021/8869931

SO-VID: a017cbb1-8f89-493c-b560-16994909d83d

Copyright © © 2021

License:

https://creativecommons.org/licenses/by/4.0/

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