SOME J-S-TYPE FIXED POINT THEOREMS FOR α-Θ-GENERALIZED CONTRACTIONS IN b-METRIC SPACES.

In this paper, we introduce a new class of control functions and the concept of α-Θ-generalized Hardy-Rogers contraction and establish some fixed point results in the setting of b-metric spaces. Our results generalize many famous fixed point results such as Banach Contraction principle. Highlighting the obtained results, we present some illustrative examples. [ABSTRACT FROM AUTHOR]