摘要
Let1＜ρ≤2,Ebearealρ-uniformlysmoothBanachspaceandT:E→Ebeacontinuousandstronglyaccretiveoperator.ThepurposeofthispaperistoinvestigatetheproblemofapproximatingsolutionstotheequationTx=fbytheIshikawaiterationprocedurewitherrors(?)wherex_0∈E,{u_n},{υ_n}areboundedsequencesinEand{α_n},{b_n},{c_n},{a_n~'},{b_n~'},{c_n~'}arerealsequencesin[0,1].Undertheassumptionofthecondition0＜α≤b_n+c_n,An≥0,itisshownthattheiterativesequence{x_n}convergesstronglytotheuniquesolutionoftheequationTx=f.Furthermore,undernoassumptionofthecondition(?)(b_n~'+c_n~')=0,itisalsoshownthat{x_n}convergesstronglytotheuniquesolutionofTx=f.
出版日期
2006年01月11日（中国期刊网平台首次上网日期，不代表论文的发表时间）
