1) monotone linear complementarity problems
单调线性互补
1.
In this article, we study an interior point method to monotone linear complementarity problems.
本文研究了单调线性互补问题的一种内点算法。
2) monotone nonlinear complementarity problem
单调非线性互补
1.
An infeasible non interior point continuation algorithm for monotone nonlinear complementarity problem is presented in this paper, which is based on Chen Harker Kanzow Smale smoothing technique.
基于Chen Harker Kanzow Smale光滑函数 ,针对单调非线性互补问题给出了一种不可行非内点连续算法—预估校正算法 ,并在适当的假设条件下 ,证明了算法具有全局收敛性和局部二次收敛性 ,从而为单调非线性互补问题的计算提供了一种新的有效算
3) monotonic linear complementary problem
单调线性互补问题
1.
A new interior point algorithm--high\|order affine scaling for monotonic linear complementary problems is developed On the basis of idea of primal\|dual affine scaling method for linear programming ,the searth direction of our algorithm is obtained by a linear system of equation at each step we show that,by appropriately choosing the step size,the algorithm has polynomail time complexit
对于单调线性互补问题提出了一种新的内点算法———高阶仿射尺度算法 算法的每一步迭代 ,利用高阶原始—对偶内点算法的思想求解一个方程组得到迭代方向 ,再适当选取步长 ,使算法具有多项式复杂
4) nonmonotonic linear complementary problem
非单调线性互补问题
1.
In the paper, an interior-point algorithm for nonmonotonic linear complementary problems is analyzed in detail, and the existing wrong results about the algorithm are pointed out.
通过对非单调线性互补问题所提出的一种内点算法进行分析,指出了算法中存在的关键性错误,在此基础上给出了求解一类非单调线性互补问题的宽邻域路径跟踪算法,给出了作为复杂性分析基础的两个重要关系式的正确表达式,并克服了由此带来的在收敛性分析中的一系列困难,成功地将线性规划问题的宽邻域内点算法,推广到非单调线性互补问题,讨论了算法的迭代复杂性。
2.
In this paper, a new interior point algorithm-high-order Dikin type affine scaling for a class of nonmonotonic linear complementary problems is developed.
对于一类非单调线性互补问题提出了一个新算法 :高阶Dikin型仿射尺度算法 。
5) the monotone horizontal linear comple-mentarity problem
单调水平线性互补问题
6) nondegenerate linear complementarity problem
非退化单调线性互补问题
补充资料：单调
只有一种的或重复而缺少变化：色彩单调｜形式单调｜单调的生活。
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