Strong Convergence by the Shrinking Projection Method for a Generalized Equilibrium Problems and Hemi-Relatively Nonexpansive Mappings

Ruo Feng RAO; Jia Lin HUANG

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Strong Convergence by the Shrinking Projection Method for a Generalized Equilibrium Problems and Hemi-Relatively Nonexpansive Mappings

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^10F;数学研究与评论

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《数学研究与评论》 |2010年第6期|P.1099-1107|共9页
作者
Ruo Feng RAO; Jia Lin HUANG;
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作者单位

Department;

of;

Mathematics,Yibin;

University,Sichuan;

644007,P.R.China;

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原文格式 PDF
正文语种 CHI
中图分类非线性泛函分析;
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1. Strong Convergence by the Shrinking Projection Method for a Generalized Equilibrium Problems and Hemi-Relatively Nonexpansive Mappings [J] . Ruo Feng RAO ,Jia Lin HUANG . 数学研究及应用 . 2010,第006期
2. Strong Convergence of an Iterative Method for Generalized Mixed Equilibrium Problems and Fixed Point Problems [J] . Lijun Chen ,Jianhua Huang . 应用数学（英文） . 2011,第10期
3. Convergence of Noor Iteration Method for Pseudocontractive Mappings [C] . Fangfang YAN ,Yongfu SU ,Qiansheng FENG . 第三届国际信息技术与管理科学学术研讨会 . 2011
4. Some results on generalized strong external difference families [A] . 鲁小娟 . 2018

Strong Convergence by the Shrinking Projection Method for a Generalized Equilibrium Problems and Hemi-Relatively Nonexpansive Mappings

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