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- A Class of Generalized Set-Valued Mixed Quasi Variational Inequalities 一类广义集值混合拟变分不等式组
- Predictor-corrector method for multivalued general mixed quasi variational inequalities 一般混合集值拟变分不等式的预估-校正算法
- quasi variational inequality 准变分不等式
- The global resolvent-type error bounds for generalized quasi variational inclusions are given under certain conditions. 其研究结果可以讨论集值拟变分包含的各种迭代方法的收敛性。
- The concepts of the global (local) resolvent-type error bounds for set-valued quasi variational inclusions are presented, which can be used to analyze the convergence rates of various methods. 摘要提出了集值拟变分包含的全局预解类误差界的概念，给出集值拟变分包含的全局预解类误差界。
- set-valued quasi variational inclusions 集值拟变分包含
- A new projection algorithm is proposed for mixed variational inequalities. 摘要作者提出了混合变分不等式的一个新的投影算法。
- generalized quasi variational inclusions 广义拟变分包含
- generalized set-valued quasi variational inclusions 广义集值拟变分包含
- parabolic variational inequation 抛物型变分不等方程
- variational inequation of evolution 发展变分不等方程
- mixed quasi - variational inequalities 混合似变分不等式
- A convergence estimate and approximation for a kind of parabolic variational inequality is discussed. 摘要本文讨论了一类抛物型变分不等式的近似收敛问题。
- Iterative Process for Solvability of Variational Inequation 变分不等方程解的逼近程序
- This paper presents a new alternating direction method for a class of variational inequalities. 该文对于一类变分不等式提出了一种新的交替方向法。
- In the present paper, some theorems for variational inequalities and minimax inequality are obtained in hyperconvex metric spaces. 文章给出了超凸度量空间中的一些变分不等式定理和极大极小不等式定理.
- Dafermos S.C., 1980, “Traffic Equilibrium and Variational Inequalities,” Transportation Science, vol.14, pp.42-54. 郑欣蓉，2000，赈灾物资配送系统之最适规划，国立交通大学交通运输研究所硕士论文。
- Global resolvent-type error bounds for generalized quasi variational inclusions 集值拟变分包含的全局预解类误差界
- A modified projection method for solving general strongly monotone variational inequalities is presented. 给出了解一般强单调变分不等式的一种改进投影算法。
- T-monotone mappings often occur in variational inequalities and nonlinear complementarity problems. 单调映射在变分不等式及非线性互补问题中经常遇到。
