m—增生非线性算子方程解的迭代逼近

ITERATIVE APPROXIMATION OF SOLUTION FOR m-ACCRETIVE NONLINEAR OPERATOR EQUATION

设E是一致凸Banach空间,T:D(T)E→E非自映射m—增生算子,f∈E,作者获得了关于算子方程x+Tx=f解的迭代逼近,去掉了最近由Chidume建立的相关结果中关于E是q—一致光滑或一致光滑条件。

Let ?be a uniformly convex Banach space,Let T:D(T) E-E be nonself-mapping m-accretive operator,f∈E. Author has obtained the iterative approximation of solution for operator equation x+Tx=f. Removed the condition;space E be q-uniformly smooth in the corresponding results which were obtained by Chidume recently.