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- The authors first set up asynchronous parallel multi-splitting relaxed iterative algorithm for solving the linear complementarity problem. 将求解线性方程组的异步并行多分裂松弛迭代算法推广到线性互补问题。
- Anl_1 norm Algorithm for the Nonlinear Complementarity Problems ? 求解非线性互补问题的一个l_1 模算法(英文)
- In the last years more attention has been devoted to reformulating the nonlinear complementarity problem as a system of nonsmooth equations by using some NCP function. 近年来多采用NCP函数把非线性互补问题转化为非光滑方程组来求解。
- Motivated on the idea of USSORP method and PCG method, a two-step method for solving an unsymmetrical linear complementarity problem with tridiagonal matrix is proposed. 基于非对称逐次超松弛迭代法和投影共轭梯度迭代法的思想，文中提出了一类求解系数矩阵为三对角非对称M矩阵的线性互补问题的USSORP-PCG算法-两步迭代法。
- It is proven that the solution of the nonlinear complementarity problem is an asymptotically stable equilibrium point of the proposed differential system. 然后,对此方程组给出了一种微分方程解法,并且证明了非线性互补问题的解是微分方程系统的渐进稳定平衡点。
- The complementarity problem is an important optimization problem.It is applied in many models of society or economy,such as economy anilysis,trafic equilibrium. 互补问题是一类重要的优化问题，它广泛应用于经济分析、交通平衡策略等社会、经济模型中。
- And then, they establish the global convergence theory of the algorithm when the system matrix of the linear complementarity problem is an H-matrix or a symmetric matrix. 当问题的系数矩阵为对角元为正的H-矩阵或对称半正定矩阵时，证明了算法的全局收敛性；
- Objective:To study auxiliary problem method for solving implicit complementarity problems. 目的研究用辅助问题方法求解隐互补问题。
- As the basic foundation of this thesis's algorithm study, a novel class optimal power flow (OPF) algorithm named Global Semi-Smooth Newton (GSSN) algorithm based on nonlinear complementarity problem (NCP) function is presented. 提出了一类新的基于非线性互补问题NCP函数的全局半光滑牛顿最优潮流算法,作为全文算法研究的基础。
- Firstly, implicit complementarity problems (Abbr. ICP) is introduced by some optimization problems such as linear programming, quadratic programming. 首先通过线性规划、二次规划等最优化问题引出了文章要解决的对象。
- 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。
- The structure and properties of monotone linear complementarity problems are studied. 讨论了单调线性互补问题解的结构及性质。
- In particular, the method can be used to solve both linear and nonlinear semidefinite complementarity problems. 特别地，该算法可用于求解线性或非线性半定互补问题。
- Applications of modern algorithms in mechanics dropped far behind the algorithmic developments of complementarity problems. 近年来，互补问题的力学应用远远落后于算法发展，把一些新的算法介绍到力学问题求解，既有助于丰富力学问题的算法工具，也有助于扩充互补问题的应用背景。
- It is significant to study the high efficiency methods for solving the linear complementarity problems commonly confronted in science and engineering. 摘要线性互补问题的高效能算法在大规模科学计算与工程中至关重要。
- Keywords: semidefinite monotone variational inequality, the prediction-correction method, semidefinite complementarity problems. 关键词:预测校正算法；变分不等式问题；半正定互补问题。
- In this thesis, we report recent results on existence for complementarity problems in infinite-dimensional spaces under generalized monotonicity are reported. 中文摘要在本论文中，报告最近对于在无限微空间上广义单调性算子的互补性问题的存在结果。
- A successive approximation quasi-Newton method for solving nonlinear complementarity problems is proposed.By presenting a suitable line search, the algorithm is well defined. 摘要提出了求解非线性互补问题的一个逐次逼近拟牛顿算法。
- vertical complementarity problem 垂直互补问题
- vertical nonlinear complementarity problem 直交非线性互补问题
