Rough Pythagorean Fuzzy Sets in UP-Algebras | Zendy

Akarachai Satirad | Zendy; Ronnason Chinram | Zendy; Pongpun Julatha | Zendy; Aiyared Iampan | Zendy

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Rough Pythagorean Fuzzy Sets in UP-Algebras

Author(s) -

Akarachai Satirad,

Ronnason Chinram,

Pongpun Julatha,

Aiyared Iampan

Publication year - 2022

Publication title -

european journal of pure and applied mathematics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.245

H-Index - 5

ISSN - 1307-5543

DOI - 10.29020/nybg.ejpam.v15i1.4254

Subject(s) - pythagorean theorem , mathematics , generalization , rough set , algebra over a field , fuzzy logic , fuzzy set , pythagorean triple , pure mathematics , discrete mathematics , artificial intelligence , computer science , mathematical analysis , geometry

This paper aims to apply the concept of rough sets to Pythagorean fuzzy sets in UP-algebras. Then we introduce fifteen types of rough Pythagorean fuzzy sets in UP-algebras and study their generalization. In addition, we will also discuss $t$-level subsets of rough Pythagorean fuzzy sets in UP-algebras to study the relationships between rough Pythagorean fuzzy sets and rough sets in UP-algebras.

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