ITERATIVE APPROXIMATION OF SOLUTIONS TO GENERAL STRONGLY ACCRETIVE OPERATOR EQUATIONS IN BANACH SPACES
Zeng Lu-chuan · Chinese Annals of Mathematics,series A · 2005
Let 1 p ≤2, X be a real p - uniformly smooth Banach space and T : X → X be a strongly accretive operator. The purpose of this paper is to study the strong convergence problem of the Ishikawa iterative procedure with errors for computing solutions of the equation Tx = f under the condition αn → 0 (n → ∞) and under the condition 0 α ≤ αn ((?)n ≥ 0) respectively. The results presented improve and extend the earlier and recent ones.