On some fixed point theorems in quasi-b-metric–like spaces via quasi weak contractions

Abstract

In this paper, we prove new fixed point results in the setting of quasi-b-metric–like spaces under quasi-weak contractions. The theoretical developments are supported with explicit examples, showing how the approach extends beyond classical metric cases. Moreover, the applicability of our theorems is emphasized through their use in guaranteeing the existence and uniqueness of solutions to certain integral equations.