Tripled coincidence and common fixed point results for two pairs of hybrid mappings
Summary: The tripled fixed point is a generalization of the well-known concept of ``coupled fixed point.'' In this paper, tripled coincidence and common fixed point results for two hybrid pairs consisting of multivalued and single valued mappings on a metric space are proved. We give examples to illustrate our results. In the process, several comparable coincidence and fixed point results in the existing literature are improved, unified, and generalized.
scientific article; zbMATH DE number 7023105
scientific article