On the power of simulation and admissible functions in metric fixed point theory
Summary: We investigate the existence and uniqueness of certain operators which form a new contractive condition via the combining of the notions of admissible function and simulation function contained in the context of complete \(b\)-metric spaces. The given results not only unify but also generalize a number of existing results on the topic in the corresponding literature.
scientific article; zbMATH DE number 6816053
scientific article