Cirić-Berinde Fixed Point Theorems for Multi-Valued Mappings on α− Complete Metric-Like Spaces

Abstract

The concept of Hausdorff metric-like has been initiated in \cite{AFS}. Using this concept, we introduce \'{C}iri\'{c}-Berinde type contractive multi-valued mappings via $\alpha$-admissible mappings on  metric-like spaces and we establish several fixed point results. We show that many known fixed point results in literature are simple consequences of our theorems. Our obtained results are supported by some examples and an application.