FIXED POINT THEOREM THROUGH $\OMEGA$-DISTANCE OF SUZUKI TYPE CONTRACTION CONDITION

Wasfi Ahmed Shatanawi, Kamal K. Abodaye, Anwer Bataihah
2.016 400

Abstract


In this article, we utilize the notion of $\Omega$-distance in the
sense of Saadati et al [R. Saadati, S.M. Vaezpour, P. Vetro and B.E.
Rhoades, Fixed point theorems in generalized partially ordered
G-metric spaces, {\it Mathematical and Computer Modeling,}
\textbf{52}, 797-801, 2010] to introduce and prove some fixed point
results of self-mapping under contraction conditions of the form
$\Omega$-Suzuki-contractions.


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