On Expansive Mappings and Common Fixed Point Results in D* -Metric Spaces

A study of common fixed point theorem expressed the most significant role to many fields both in pure and applied sciences. Therefore the aim of present this manuscript is to apply the concept of weakly compatible maps which is more general than the notion of compatibility of type
$\mathcal{A}$
in the setting of complete symmetric
$\mathcal{D}^{*}$
-Metric spaces to study and verify several common fixed point theorems for two and four expansive maps without utilizing the condition of sequential continuity of the maps. Our main results are extended and generalized for various outcomes of common fixed point theorems in the literature. Furthermore, diverse convenient examples that support our major results have been equipped.