| 增生算子方程带误差的Noor三步迭代解与收敛率的估计 |
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| 引用本文： | 张树义,郭新琪.增生算子方程带误差的Noor三步迭代解与收敛率的估计[J].高等学校计算数学学报,2012,34(1):69-77. |
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| 作者姓名： | 张树义 郭新琪 |
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| 作者单位： | 1. 渤海大学数学系,锦州,121000
2. 大连市第三十七中学,大连,116011 |
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| 摘 要： | 1引言与预备知识设X是实Banach空间,X*是X的对偶空间,（·,·）表示X和X*的广义对偶组.正规对偶映象J:X→2X*定义为J（x）={∈X*:（x,f）=‖x‖2=‖f‖2}.用D（T）表示
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| 关 键 词： | accretive operator Noor three-step iterative sequence with error convergence rate estimate |
NOOR THREE-STEP ITERATIVE SOLUTIONS WITH ERRORS AND CONVERGENCE RATE ESTIMATE FOR EQUATIONS INVOLVING ACCRETIVE OPERATORS |
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| Zhang Shuyi
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Guo Xinqi.NOOR THREE-STEP ITERATIVE SOLUTIONS WITH ERRORS AND CONVERGENCE RATE ESTIMATE FOR EQUATIONS INVOLVING ACCRETIVE OPERATORS[J].Numerical Mathematics A Journal of Chinese Universities,2012,34(1):69-77. |
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| Authors: | Zhang Shuyi Guo Xinqi |
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| Institution: | (Dalian City No.37 Middle School,Dalian 116011) |
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| Abstract: | Convergence and stability of Noor three-step iteration with errors for solutions to equations involving Lipschitz accretive operators are studied in arbitrary real Banach spaces.Furthermore,a general convergence rate estimate is given in our results,which largely extend and improve the corresponding results in some references. |
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| Keywords: | accretive operator Noor three-step iterative sequence with error convergence rate estimate |
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