COMMON FIXED POINT RESULTS IN COMPLETE NMS BY UTILIZING GERAGHTY FUNCTIONS
Authors
Anwar Bataihah
Department of mathematics, Faculty of Science, Jadara University
Naser Odat
Department of mathematics, Faculty of Science, Jadara University
Ayman A Hazaymeh
Department of mathematics, Faculty of Science, Jadara University
Tariq Qawasmeh
Department of Mathematics, Faculty of Arts and Science, Amman Arab University
Ra'ft Abdelrahim
Department of Mathematics, College of Art and Sciences, Jouf University
Abdelgabar Adam Hassan
Department of Mathematics, College of Art and Sciences, Jouf University
Yousef Al-Qudah
Department of Mathematics, Faculty of Arts and Science, Amman Arab University
Abstract
Fixed point theory is an essential tool in both applied and theoretical mathematics, owing to its extensive applications. This research presents common fixed point theorems pertaining to Geraghty neutrosophic contractions within the context of neutrosophic metricspaces. Additionally, we derive several results concerning fixed points that are grounded in our principal theorem.