变分不等式

一个新的有自由面渗流问题的变分不等式提法

New Variational Inequality Formulation for Seepage Problems With Free Surfaces

求解变分不等式问题的内点型迭代方法

Interior Point Type Iterative Method for Variational Inequality Problems

带Fuzzy映象混合变分不等式的单调迭代算法

Monotonicity Iterative Algorithms for Mixed Variational Inequality with Fuzzy Mapping

关于Fuzzy映射的广义强非线性拟变分不等式

On Generalized Strongly Nonlinear Quasi-Variational Inequality for Fuzzy Mappings

Fuzzy映象的完全广义拟变分不等式

Completely Generalized Quasi-Variational Inequalities For Fuzzy Mappings

集值B－H－S变分不等式及其应用

Variational Inequality For Set - valued B - H - S Mapping with Applications

广义投影下F隐变分不等式的可解性

Solvability of F-Implicit Variational Inequality Problems with Extended Projection Operators

关于Hilbert空间中一类集值映射变分不等式组

On variational inequalities with a class of set-value mappings in Hilbert space

Hilbert空间中一类拟变分不等式问题

A Infinite Family of Generalized Set-Valued Quasi-Variational Inequality Problems in Hilbert Spaces

Banach空间中的拟单调向量变分不等式

Quasimonotone vector variational inequalities in Banach Spaces

Hilbert空间中的变分不等式及算法

Variational Inequality and Algorithm in Hilbert Space

关于局部凸的Hausdorff拓扑向量空间中的广义变分不等式问题

On generalized nonlinear variational inequalities in locally convex Hausdorff topological vector spaces

具有一般边界的Hilbert流形上的变分不等式解的存在性及拓扑性质

The Existence and Topological Property of the Solutions for Variational Inequality in the Hilbert Manifold with General Boundary

一类非线性变分不等式的加速Schwarz交替法求解Helmholtz方程的非重叠最优Schwarz交替法

Optimized Schwarz Alternating Algorithms Without Overlap for the Helmholtz Equation

在变分不等式与互补问题及平衡约束优化问题中也有信赖域算法可见，在最近兴起的filter方法中，信赖域方法也起着重要的作用。

For variational inequality problems and complementarity problems , one can also design the corresponding trust region algorithms . Moreover , it also play an important role in a recently developed filter method .

交替方向法（ADM）是求解具有线性等式或线性不等式约束的变分不等式（VI）的一种有效算法。

Alternating direction method is efficient for solving a class of variational inequalities with linear equalities or linear inequalities constraints .

一类变分不等式的重叠并行Schwarz算法

A Kind of Superimpose Parallel Schwarz Algorithm of Variational Inequality

讨论变分不等式问题VIP（X，F），其中F是单调函数，约束集X为有界区域。

This paper studies VIP ( X , F ) , where F is a monotone function and constraint set X has the form of box constraint .

变分不等式有限元逼近的并行Schwarz算法

Parallel Schwarz Algorithm of Finite-Element Approximation for Variational Inequality

解变分不等式的超梯度Mann迭代算法

Extragradient Mann Iterative Method for Solving Variational Inequality Problem

一类非线性单调型变分不等式的乘法型Schwarz交替法

A multiplicative Schwarz Alternating Method for a variational inequality with a nonlinear monotone operator

四阶椭园变分不等式的Morley元误差估计

Error Estimates of the Morley Element for a Class of Fouth-order Variational Inequality

矩形区域上非线性变分不等式的并行SOR格式及其全局收敛性

A parallel SOR method and its global convergence for nonlinear variational inequalities over rectangles

不具Lipschitz条件的Browder变分不等式解的Ishikawa迭代算法

The Ishikawa Iterative Algorithms to Solutions of Browder Variational Inequalities without Lipschitz Continuous Mappings

将VIP（X，F）转化为混合非线性互补问题，提出了一种解变分不等式的拟牛顿法。

The problem VIP ( X , F ) can be reformulated as a mixed nonlinear complementarity problem . A generalized Newton-like method for solving variational inequalities was presented .

第三节讨论实自反Banach空间中广义Browder型集值变分不等式问题。

In section three , we discuss generalized Browder set-valued variational inequalities in real reflexive Banach spaces .

本文在自反Banach空间中讨论了变分不等式及相应的偏微分方程非齐次边值问题解的存在性。

In reflexive Banach space , the existence of solution of partial differential equation non homogeneous boundary value problems corresponding the variational inequalities is discussed .

证明了一类一般非线性似变分不等式在自反Banach空间中解的存在性和唯一性定理。

In this paper , we prove the existence and uniqueness theorems of solutions for a general nonlinear variational-like inequality under reflexive Banach space settings .

本文的目的是在Hilbert空间中研究带有单模糊映射的一般变分不等式解的存在性。

The aim of this paper is to study the existence of solutions of general variational inequalities with a fuzzy mapping in a Hilbert space .

利用Ding－Tan关于非紧广义对策平衡存在结果，导出了拟变分不等式解的某些存在性定理。

By applying an existence result of equilibrium for generalized games obtained by Ding-Tan , Some existence theorems of solutions for quasi-variational inequalities are proved .