%0 Journal Article
%T Fixed Point Results for $F$-Hardy-Rogers Contractions via Mann's Iteration Process in Complete Convex $b$-Metric Spaces
%J Sahand Communications in Mathematical Analysis
%I University of Maragheh
%Z 2322-5807
%A Yildirim, Isa
%D 2022
%\ 06/01/2022
%V 19
%N 2
%P 15-32
%! Fixed Point Results for $F$-Hardy-Rogers Contractions via Mann's Iteration Process in Complete Convex $b$-Metric Spaces
%K $F$-Hardy-Rogers contraction
%K Mann's iteration process
%K Fixed point
%K Convex $b$-metric space
%R 10.22130/scma.2022.528127.929
%X 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 [5,6].
%U https://scma.maragheh.ac.ir/article_251665_598b30839852e9f5f5ebf0024378a1e3.pdf