Iterative Process with Errors of Nonlinear Equations Involving m-Accretive OperatorsU

Let X be a uniformly smooth and uniformly convex Banach space and T : D T. ;XªX be an m-accretive operator with the domain D T. and the range R T.. For any given fgX, we prove that the Mann and Ishikawa type iterative sequences with errors converge strongly to the unique solution of the equation xqTxsf where T may not be Lipschitz. Some related results deal with the convergence of Mann and Ishikawa type iterative sequences with errors for approximating a solution of a continuous dissipative operator equation