Common fixed point results for generalized \(\alpha_{s^p}\) contractive mappings and applications
Summary: A class of \(g - \alpha_{s^p}\)-admissible mappings and general type \(g - \alpha_{s^p}\) contraction mappings on \(b\)-metric-like space are defined. Some fixed point results dealing with such a class of contractions are obtained. The generalized contractions considered in this work cover and unify many particular types of contractions. Finally, we present application to the existence of solutions for a system of integral equations by means of \(b\)-metric-like spaces.
general type \(g - \alpha_{s^p}\) contraction mapping
scientific article; zbMATH DE number 6892799
scientific article