Best Proximity Point Theorems for Two Weak Cyclic Contractions on Metric-Like Spaces

In this paper, we establish two best proximity point theorems in the setting of metric-like spaces that are based on cyclic contraction: Meir-Keeler-Kannan type cyclic contractions and a generalized Ciri type cyclic >-contraction via the -function. We express some examples to indicate the validity of the presented results. Our results unify and generalize a number of best proximity point results on the topic in the corresponding recent literature.