拓扑向量空间中修改的带误差Mann迭代序列的强收敛定理  

New Iterative Sequences for Approximating the Unique Solutions of Equation Involving Strongly Accretive Operator in Banach Spaces

作　　者：曾令艳[1] 郭桂容[1] 陈华平[1] 

机构地区：[1]六盘水师范学院数学系,贵州六盘水553001

出　　处：《六盘水师范学院学报》2012年第3期31-37,共7页Journal of Liupanshui Normal University

基　　金：六盘水师范学院校级科研项目(lpssy200912)

摘　　要：在实拓扑向量空间中,修改了带误差的Mann迭代序列。进一步地,在一定条件下,证明了带误差的Mann迭代序列在修改前与修改后的收敛性等价。The present paper aims to modify the classical Mann iterative sequence with errors in Real topological vector spaces, Furthermore, under certain conditions, it proves that it is equivalent to the classical Mann itearative sequence with errors before it is modified.

关 键 词：带误差的Mann迭代序列 强增生映像 收敛性. 

分 类 号：O183.1[理学—数学]