Lipschitz Φ-强增生映象方程解的迭代逼近

Nterativel Solution of Equations for Lipschitz Φ-strpmgly Accretove Mappings

在任意的实Banach空间研究了Lipschitz Φ-强增生映象方程解的迭代序列副近,改进了C.E.Chidume的有关定理,推广了C.E.Chidume和M.O.Osilike的相关研究结果,使之更具一般性.

The approximation problem of solutions for Lipschitz Φstrongly acretive mappings in general Banach spaces,is investigated.Since strongly accretive mappings are the special cases of Φ-strongly mappings,the results presented in this paper imporve and extend relevant results of reference literature.