Fixed Point Results in M-cone metric space over Banach algebra with an Application

Jerolina Fernandez, Neeraj Malviya, Ersin Gilic

Abstract


In this paper, we introduce the M-cone metric space over Banach algebra as a
generalization of both M-metric space and cone metric space over Banach algebra and
investigate some fixed point results in the new settings. Some examples are presented
as illustrations. Finally, as an application of our main result, we examine the existence
and uniqueness of solution for a Fredholm integral equation.


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