闭锥

设X是一个实的Hausdorff拓扑向量空间，Y是一个实的局部凸向量空间，C是Y中的闭凸锥，K（？）

Let X be a real Hausdorff topological vector space and Y a real locally vector convex space .

对8种常见的闭凸锥，系统地提供了MATLAB程序，使求解变得方便、容易。

For eight familiar closed convex cones , a series of MATLAB procedures are provide to compute the solutions for them easily and conveniently .

讨论矩阵在闭凸锥上的最佳逼近及其数值算法，在对称半正定矩阵集上，给出了最佳逼近数值算法的MATLAB程序和数值例子。

In the case of the set of semi-definite symmetric matrices , a MATLAB program and a numerical example for the optimal approximation numerical algorithm are given .

本文讨论带闭凸锥的多目标优化问题。

This paper discusses multiobjective optimization with closed convex cones .

矩阵在闭凸锥上的最佳逼近（英文）与锥体有关或类似于锥形。

The Optimal Approximation of Matrices on Some Closed Convex Cone ; relating to or resembling a cone .

本文主要研究闭凸锥上的广义线性互补问题、广义非线性互补问题、及广义变分不等式问题的绝对误差界和相对误差界。全文共分三章。

The thesis mainly considers the error bound for the generalized linear complementarity problem , the generalized nonlinear complementarity problem , and the generalized variational inequalities problem over a polyhedral cone , respectively .

对主导结构D为点闭凸锥的一类多目标规划问题有效集的存在性进行了研究，并讨论了有关的性质。

The existence of one kind of multiple-objective programs efficient sets , in which the domination stricture D is a point closed convex cone , is studied , and some relevant properties are discussed .

最后，由于（PSam-C~2WH）模型中的锥只是一般性的闭凸锥，而且该模型中也没有给出相应锥的构造方法。

Because the cones we considered in the PSam-C ~ 2WH model are only usual closed convex cones and the way of constructing cones is not provided , there exist many difficulties to apply the PSam-C ~ 2WH model directly .

本文在X为可分Banach空间，闭凸点锥K（？）

Let X be a separable Banach space , and K (?)

第二章主要是将求解定义在闭凸多面锥上的广义互补问题（GNCP）转化为一个非线性方程组问题。

In chapter 2 , the generalized nonlinear complementarity problem ( GNCP ) defined on a polyhedral cone is reformulated as a system of nonlinear equations .

本文在序Banach空间中引入了序闭区间套的概念，获得了闭凸锥正则的两个充要条件。

The concept of ordered closed interval sheaths is introduced in ordered Banach spaces , and two sufficient and necessary conditions for closed convex cones being regular are obtained .