Rates of Convergence and Metastability for Chidume's Algorithm for the Approximation of Zeros of Accretive Operators in Banach Spaces.

In this paper we give a quantitative analysis of an explicit iteration method due to C.E. Chidume for the approximation of a zero of an m-accretive operator A : X → 2 X in Banach spaces which does not involve the computation of the resolvent of A. [ABSTRACT FROM AUTHOR]