A convergence theorem for Ishikawa iterates of continuous generalized nonexpansive maps
Convergence of the Ishikawa iteration scheme is considered for generalized contractive and nonexpansive self maps on nonempty convex compact subsets in Hilbert spaces.
Convergence of the Ishikawa iteration scheme
generalized contractive and nonexpansive self maps
nonempty convex compact subsets in Hilbert spaces
scientific article; zbMATH DE number 60449