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(3,2)-fuzzy up (bcc)-subalgebras and (3.2)-fuzzy up (bcc)-filters
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نویسنده
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jun young bae ,brundha b ,rajesh n ,bandaru ravikumar
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منبع
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journal of mahani mathematical research - 2022 - دوره : 11 - شماره : 3 - صفحه:1 -14
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چکیده
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The aim of this article is to apply a (3; 2)-fuzzy set to the up (bcc)-subalgebras and up (bcc)-lters of up (bcc)-algebras. the concepts of (3; 2)-fuzzy up (bcc)-subalgebra, (3; 2)-fuzzy near up (bcc)- lter and (3; 2)-fuzzy up (bcc)-lter in up (bcc)-algebras are intro- duced and several properties, including their relations, are investigated. the conditions under which the (3; 2)-fuzzy up (bcc)-subalgebra (resp., (3; 2)-fuzzy near up (bcc)-lter) can be the (3; 2)-fuzzy near up (bcc)- lter (resp., (3; 2)-fuzzy up (bcc)-lter) are searched. some character- izations of (3; 2)-fuzzy up (bcc)-lter is provided and the relationship between intuitionistic fuzzy up-subalgebra and (3; 2)-fuzzy up (bcc)- subalgebra is discussed. we use fuzzy up-subalgebra (resp., fuzzy near up-lter, fuzzy up-lter) to create a (3; 2)-fuzzy up (bcc)-subalgebra (resp., (3; 2)-fuzzy near up (bcc)-lter, (3; 2)-fuzzy up (bcc)-lter).
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کلیدواژه
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(3; 2)-fuzzy up (bcc)-subalgebra ,(3; 2)-fuzzy near up (bcc)- lter ,(3; 2)-fuzzy up (bcc)-lter ,intuitionistic fuzzy up-subalgebra. 2020 msc: primary 03g25 ,06f35 ,08a72.
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آدرس
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gyeongsang national university, department of mathematics education, korea, government arts college for women, department of mathematics, india, bharathdasan university, rajah serfoji government college, department of mathematics, india, deemed to be university, hyderabad campus, department of mathematics, india
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پست الکترونیکی
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ravimaths83@gmail.com
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Authors
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