Convergence criteria of a new three-step iteration with errors for nonexpansive nonself-mappings (Q2458529)

Let \(C\) be a subset of a normed space \(X\). A nonself-mapping \(T:C\to X\) is said to be nonexpansive if \(\| Tx-Ty\| \leq\| x-y\| \) for all \(x\in C\). The authors introduce a new three-step iteration with errors for approximating a fixed point of a nonexpansive nonself-mapping in a uniformly convex Banach space.