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The Solvability of a Class of General Nonlinear Implicit Variational Inequalities Based on Perturbed Three-Step Iterative Processes with Errors

机译：基于带误差摄动的三步迭代过程的一类一般非线性隐式变分不等式的可解性

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Zeqing Liu; ShinMin Kang; JeongSheok Ume;
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年度 2008
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1. Convergence of a perturbed three-step iterative algorithm with errors for completely generalized nonlinear mixed quasi-variational inequalities [J] . Liu ZQ, Zhu BB, Kang SM, Taiwanese journal of mathematics . 2006,第6期

机译：完全广义非线性混合拟变分不等式具有误差的摄动三步迭代算法的收敛性
2. A new perturbed iterative algorithm with mixed errors for solving system of generalized nonlinear variational inclusions [J] . Petrot N., Balooee J. Journal of computational analysis and applications . 2013,第1期

机译：求解广义非线性变分包含系统的具有混合误差的新型摄动迭代算法
3. Solvability of a class of generalized nonlinear variational inequalities based on an iterative algorithm [J] . Verma R.U. Applied mathematics letters . 1999,第4期

机译：一类基于迭代算法的广义非线性变分不等式的可解性
4. Perturbed Iterative Algorithms for Split General Mixed Variational Inequality Problem [C] . Yali Zhao, Qian Zhang, Shuyi Zhang International Conference on Applied Mathematics, Modeling and Simulation . 2018

机译：扰动迭代算法，用于分离普通混合变分不等式问题
5. AN ITERATIVE METHOD OF SOLVING NONLINEAR VARIATIONAL PROBLEMS. [D] . EYDELAND, ALEXANDER. 1982

机译：解决非线性变分问题的一种迭代方法。
6. Implicit and explicit iterative algorithms for hierarchical variational inequality in uniformly smooth Banach spaces [O] . Lu-Chuan Ceng, Yung-Yih Lur, Ching-Feng Wen -1

机译：一致光滑Banach空间中分层变分不等式的隐式和显式迭代算法
7. The solvability of a class of generalized nonlinear variational inequalities based on an iterative algorithm [O] . Verma R.U. 1999

机译：一类基于迭代算法的广义非线性变分不等式的可解性

The Solvability of a Class of General Nonlinear Implicit Variational Inequalities Based on Perturbed Three-Step Iterative Processes with Errors

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