Some Results on Generalized Pata–Suzuki Type Contractive Mappings

In this work, we establish new fixed point theorems for generalized Pata–Suzuki type contraction via α -admissible mapping in metric spaces and to prove some fixed point results for such mappings. Moreover, we give an example to illustrate our main result. Consequently, the results presented in this paper generalize and improve the corresponding results of the literature.

Fixed Points of GeneralizedF-Suzuki Type Contraction in Completeb-Metric Spaces

We introduce the notion of generalizedF-Suzuki type contraction inb-metric spaces and investigate the existence of fixed points of such mappings. The presented results generalize and improve several results of the topics in the literature.