COINCIDENCE AND COMMON FIXED-POINT THEOREM USING COMPATIBLE MAPPING OF TYPE $(P)$ ON INTUITIONISTIC FUZZY $b$-METRIC SPACES

Swati Agrawal; P. L. Sanodia; Neeraj Malviya; Jyoti Nema

doi:https://doi.org/10.56827/SEAJMMS.2024.2001.36

Swati Agrawal Oriental Institute of Science and Technology, Bhopal (M.P.), INDIA

P. L. Sanodia Govt. Girls College, Seoni (M.P.), INDIA

Neeraj Malviya Govt. Degree College Timarni, Dist. Harda (M.P.), INDIA

Jyoti Nema Regional Institute of Education NCERT, Bhopal (M.P.), INDIA

Volume 20, Issue 1 Pages 469-480 April 30, 2024 161 downloads

Article overview

Abstract

In this paper we have defined compatible type $(P)$ mapping in the structure of intuitionistic fuzzy $b$-metric space and have proved a coincidence point theorem in intuitionistic fuzzy $b$-metric space.

Keywords and Phrases

Fuzzy $b$-metric spaceIntuitionistic fuzzy $b$-metric spaceCompatible mappingCompatible type $(P)$ mapping.

AMS Subject Classification

47H10, 54H25.

Reference information

How to Cite

Swati Agrawal, P. L. Sanodia, Neeraj Malviya, Jyoti Nema (2024). COINCIDENCE AND COMMON FIXED-POINT THEOREM USING COMPATIBLE MAPPING OF TYPE $(P)$ ON INTUITIONISTIC FUZZY $b$-METRIC SPACES. South East Asian Journal of Mathematics and Mathematical Sciences, 20(1), 469-480.

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