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Can Cognitive distortion influence the relationship between social media use and gratification and well-being?
Volume 6 | Issue -14
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RESEARCHING THE CHALLENGES AND OPPORTUNITIES FOR HR IN MANAGING FREELANCERS AND CONTRACT WORKERS
Volume 6 | Issue -14
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Adaptive Neuro-Fuzzy Inference System for Enhanced Load Frequency Control in Interconnected Power Systems
Volume 6 | Issue -14
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Analysis of polyphenolic compounds and biological activities evaluation of extracts from Centranthus ruber
Volume 6 | Issue -14
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Assessment of genotoxicity triggered by ammonium phosphate sulphate in fresh water fish Pseudoetroplusmaculatus and prominent role of oxidative stress exposed strains
Volume 6 | Issue -14
APPLICATIONS OF PYTHAGOREAN FUZZY SUB ALGEBRAS OF BCK/BCI-ALGEBRA
Main Article Content
Abstract
In this paper, the concept of Pythagorean fuzzy set is investigated and compared with other types of uncertainty sets. We define Pythagorean fuzzy sub algebras in BCK-algebras and BCI-algebras and study their properties. A given Pythagorean fuzzy sub algebra is used to create a new Pythagorean fuzzy sub algebra. Also we obtain the intersection of two Pythagorean fuzzy sub algebras to be a Pythagorean fuzzy sub algebra is proved and an example is given to show that the union of two Pythagorean fuzzy sub algebras may not be a Pythagorean fuzzy sub algebra. The characterization of cut set is also used in Pythagorean fuzzy sub algebra. The homomorphic image and pre image of Pythagorean fuzzy sub algebra is discussed. It turns out that Pythagorean fuzzy sub algebra is a subclass of Fermatean fuzzy sub algebra. 2020 AMS classification: 03G25, 06F35, 08A72.
