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Multi-step hybrid viscosity method for systems of variational inequalities defined over sets of solutions of an equilibrium problem and fixed point problems

机译：在平衡问题和不动点问题的解集上定义的变分不等式系统的多步混合粘度方法

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Abdul Latif; Lu-Chuan Ceng; Qamrul Ansari;
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年度 2012
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1. Multi-step hybrid viscosity method for systems of variational inequalities defined over sets of solutions of an equilibrium problem and fixed point problems [J] . Abdul Latif, Lu-Chuan Ceng, Qamrul Hasan Ansari Fixexd point theory and applications . 2012,第1期

机译：在平衡问题和不动点问题的解集上定义的变分不等式系统的多步混合粘度方法
2. Multi-step hybrid viscosity method for systems of variational inequalities defined over sets of solutions of an equilibrium problem and fixed point problems [J] . Abdul Latif, Lu-Chuan Ceng, Qamrul Hasan Ansari Fixexd point theory and applications . 2012,第1期

机译：在平衡问题和不动点问题的解集上定义的变分不等式系统的多步混合粘度方法
3. Viscosity methods for common solutions of equilibrium and variational inequality problems via multi-step iterative algorithms and common fixed points [J] . Marino G., Muglia L., Yao Y. Nonlinear Analysis: An International Multidisciplinary Journal . 2012,第4期

机译：通过多步迭代算法和公共不动点求解平衡和变分不等式问题的通用解的粘度方法
4. Approximation Theorems for Solving the Common Solution for System of Generalized Equilibrium Problems and Fixed Point Problems and Variational Inequality Problems [C] . PONGRUS PHUANGPHOO, POOM KUMAM International Conference on Fuzzy Systems . 2015

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5. Solution of dynamic variational inequalities with application to network equilibrium. [D] . Stahr, Masami M. 2005

机译：动态变分不等式的求解及其在网络平衡中的应用。
6. Hybrid algorithm for common solution of monotone inclusion problem and fixed point problem and applications to variational inequalities [O] . Jingling Zhang, Nan Jiang -1

机译：单调包含问题和不动点问题的通用解的混合算法及其在变分不等式中的应用
7. Hybrid viscosity CQ method for finding a common solution of a variational inequality, a general system of variational inequalities, and a fixed point problem [O] . Lu-Chuan Ceng, Sy-Ming Guu, Jen-Chih Yao 2013

机译：用于寻找变分不等式的通用解，变分不等式的一般系统和不动点问题的混合粘度CQ方法

Multi-step hybrid viscosity method for systems of variational inequalities defined over sets of solutions of an equilibrium problem and fixed point problems

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