CONVERGENCE THEOREMS WITH A MODIFIED NOOR-TYPE ITERATIVE SCHEME IN CONVEX METRIC SPACE
In this paper, we introduce some new mappings on convex metric spaces. Then we give some necessary and sufficient conditions for a modified Noor iteration scheme to approximate the common fixed point of an infinite family of g-uniformly quasi-sup -Lipschitzian and an infinite family of h-expansive mappings.
convex metric space, f-expansive, g-asymptotically f-expansive mappings, g-asymptotically quasi-f-expansive mappings, g-uniformly quasi-sup -Lipschitzian.
