Generalized expansive mapping, equiexpansive mapping in \(C^{*}\)-algebra valued metric space and some fixed points results

In this paper, we generalize the idea of expansive mappings and demonstrate various fixed point results within the context of \(C^*\) $C^{\ast }$ -algebra valued metric space. Furthermore, specific metric space results from the literature are generalized by our results. Some examples are presented here to illustrate the usability of obtained results. These illustrations show that generalized expansive mapping outperforms literature based expansive mappings in terms of benefits.