Fixed point results for various \(\alpha\)-admissible contractive mappings on metric-like spaces (Q1723967)

Summary: We establish some fixed point theorems for \(\alpha\)-admissible mappings in the context of metric-like space via various auxiliary functions. In particular, we prove the existence of a fixed point of the generalized Meir-Keeler type \(\alpha- \phi\)-contractive self-mapping \(f\) defined on a metric-like space \(X\). The given results generalize, improve, and unify several fixed point theorems for the generalized cyclic contractive mappings that have appeared recently in the literature.