Fixed Point Results for F-Hardy-Rogers Contractions via Mann’s Iteration Process in Complete Convex b-Metric Spaces

In this paper, we give a definition of the F-Hardy- Rogers contraction of Nadler type by eliminating the conditions (F3) and (F4). And, we obtain some fixed point theorems for such mappings using Mann’s iteration process in complete convex b-metric spaces. We also give an example in order to support the main results, which generalize some results in.