Common Fixed Point Iterations of a Finite Family of Quasi-nonexpansive Maps
Abdul Rahim Khan · 2009
Abstract—It is proved that Kuhfittig iteration process converges to a common fixed point of a finite family of quasi-nonexpansive maps on a Banach space. This result is extended to the random case. Our work improves upon several well-known results in the current literature. Keywords: Quasi-nonexpansive map, common fixed point, iteration process, Banach space, measurable space 1