1) vertical complementarity problem
垂直互补问题
1.
A parameterized Newton method is given for a kind of vertical complementarity problem.
给出了求解垂直互补问题的一种参数牛顿法,在较为温和的条件下证明了该方法的局部超线性收敛结果,并且给出了具体数值计算。
2) VLCP
垂直线性互补问题
1.
In this paper,by using the Fischer function,the vector linear complementarity problem over a convex polyhedron(VLCP) is equivalently reformulated as a system of nonlinear equations,and we give error bound for VLCP under relatively weaker conditions.
借助Fischer函数将凸多面体上的垂直线性互补问题(VLCP)等价地转化为一个非线性方程组系统,在较弱条件下,给出了VLCP的误差界;同时,给出了一种求解VLCP的Levenberg-Marquardt方法,并在不要求存在非退化解的条件下证明了这种方法的全局收敛性和二次收敛性。
2.
In this paper, under suitable conditions, we provide the representation of the solution set for the vertical linear complementarity problem (VLCP ) via the properties of affine variational inequalities problem.
在适当假设下,借助仿射变分不等式问题解的特点,给出了垂直线性互补问题解集结构,并由此对其绝对误差界和相对误差界进行了探讨。
3) the extended vertical linear complementarity problem
广义垂直线性互补问题
1.
In this paper I consider the MAOR method convergence area for LCP(M,q), the MAOR method for the extended vertical linear complementarity problem, the extended vertical linear complementarity problem, localization of the perron roots of matrices.
本文主要研究了线性互补问题的MAOR迭代法、广义垂直线性互补问题、广义垂直线性互补问题的MAOR迭代法以及矩阵Perron根估计。
4) extended vertical linear complementarity problem
扩展的垂直线性互补问题
1.
We extend P_property in the linear complementarity problem to V_P property in the extended vertical linear complementarity problem.
进一步研究扩展的垂直线性互补问题,即将线性互补问题中的P性质在扩展的垂直线性互补问题中推广为V P性质。
5) complementarity problem
互补问题
1.
An interior-point arithmetic on complementarity problem without Lipschitz norm condition;
互补问题中无SLC限制的内点算法
2.
Smoothing iterative algorithms for complementarity problems;
互补问题的一种光滑迭代算法
3.
The research about the derivative-free method of complementarity problem;
互补问题的自由导数方法研究
6) complementarity problems
互补问题
1.
Maximum entropy principle and an iterative algorithm for solving complementarity problems;
极大熵原理与互补问题的一种迭代算法
2.
New smooth multiplier merit function for complementarity problems;
互补问题的一个新的光滑乘子价值函数
3.
In this paper,an interval method is proposed to test the existence of solution to complementarity problems.
对互补问题解的存在性提出了一种区间检验。
补充资料：垂直
当两直线所成的角为直角时，称它们互相垂直。这一概念也可推广到两平面间或直线与平面间的情况。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条