Banach空间中k-次增生算子方程解的迭代逼近 |
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引用本文: | 赵美娜,张树义,赵亚莉. Banach空间中k-次增生算子方程解的迭代逼近[J]. 北华大学学报(自然科学版), 2015, 0(6): 720-724. DOI: 10.11713/j.issn.1009-4822.2015.06.005 |
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作者姓名: | 赵美娜 张树义 赵亚莉 |
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作者单位: | 渤海大学数理学院,辽宁 锦州,121013;渤海大学数理学院,辽宁 锦州,121013;渤海大学数理学院,辽宁 锦州,121013 |
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摘 要: | 在实Banach空间中研究了Lipschitz k-次增生算子方程x+Tx=f解的带误差的Ishikawa迭代序列收敛性问题,给出了新的收敛率的估计式,推广和改进了相关结果.
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关 键 词: | Banach空间 k-次增生算子 带误差的迭代序列 |
Iterative Approximations of Solutions for Operators Equation with k-Subaccretive in Banach Space |
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Abstract: | Convergence of iterative sequences with error for Lipschitz k-subaccretive operators equation x+Tx=f are studied in real Banach space. A new convergence rate estimate is given, which improves and extends the corresponding results in some references. |
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Keywords: | Banach space k-subaccretive operator iterative sequences with error |
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