空间序

其次讨论当确定空间序的锥扰动时多目标规划问题的超有效点集在半连续意义下的稳定性及在锥超次微分意义下的稳定性。

First , we deal with the stability of super-efficiency point set in the sense of cone super-subdifferential and semi-continuous .

方法：从冲脉的起源、空间序结构、运行特点以及与三焦、四海、天年、信息系统的关系等方面说明冲脉在人体的重要作用。

Methods Expound the important role of the Chong Vessel in the human body from the origin , spatial structures , circulation characteristics , and tri-Jiao , four seas , natural span of life and message system .

本文研究了灰数空间的序关系、灰数的度量以及灰序列的极限等问题，并论证了灰数度量空间＜G（R），D＞的完备性。

This paper presents the ordering relations of grey number space , the measure of grey number and the limit of grey sequence etc. The completeness of the metric space of grey number is proved .

本文用相似系数百分率对四面山平山猴子湾、哑巴岩植物群落进行初步的分类划分，并用主分量分析（PCA）方法对群落样地在平面上作了空间位序的定位。

This paper , by using similarity coefficient percentage , gives a basic classification of the plant community of Pingshan Monkey Valley and . Dumb Cliff in Simian Mountain and , by using principal component analysis , decides the spacial location on the plane of the sample community .

用图象空间为序的体绘制技术显示三维数据场

Visualization of 3D data sets with image order volume rendering techniques

PM-空间中序结构及不动点定理

Order Relation and Fixed Point Theorems in PM-Spaces

基于样本空间中序关系构造参数置信限方法的一个注记

A note on the method for constructing the confidence limits of parameters based on order relation in the sample space

为此，本文第三章引入了多维信用评估指标体系，并研究了信用指标空间的序关系及其优势结构。

Therefore , in the third chapter , it introduces a multi-dimension index system and research the ordering relation and dominance structure of indexes space for credit .

LF拓扑空间的S-序同态和S-连续性

S-Order Homomorphic Mapping and S-Continuity in LF Topological Space

结果证明了序Banach空间中广义序映射的几个不动点定理。

Results The fixed point theorems of generalized ordered mapping in ordered Banach space were obtained .

给出关于LF相对乘积空间中投影序同态的一个性质定理，从而推广了投影序同态的两个工具定理。

A characterization theory about projection order homomorphism in LF relative production space was presented and two theorms of projection order homomorphism were generalized .

在σ-备半序线性空间与半序Banach空间，对非扩张映象，分别获得一对不动点定理，并将它们用于方程求解。

Two theorems of fixed-point to non-expension image in 0-prefect semi-ordered linear space and semi-ordered Banach space are obtained , also use them into eguation solution .

样本空间中的序与参数的置信限

The order Relations in the Sample Spaces and the Confidence Limits for Parameters

赋范线性空间的范数序结构

The Norm Order Structure of the Normed Linear Space

本文在不作任何连续性假定，且对空间的半序要求较弱情形下，获得了一类增算子的不动点定理.因而，改进和推广了增算子不动点的某些近期结果。

In this paper some fixed point theorems of noncompact and noncontinuous increasing operators are proved to generalize and extend some recent results .

讨论了半序集和半序拓扑空间中保序集值算子的最小与最大不动点的存在性。

The existence of the minimal and maximal fixed points for order preserving set-valued operators on semi-ordered sets and semi-ordered topological spaces was analyzed .

此文中我们利用样本空间中的序提出了计算参数置信限的一般方法。

In this paper , a general method for constructing the confidence limits of parameters based on order relation in the sample spaces is proposed .

其中，最突出的是，空间开发失序，资源和要素空间配置效率低下，环境成本过高，公共服务不均衡。

Among them , the most prominent problem is the space development disorder , the low efficiency of the space allocation of resources and elements , the high environmental cost , the uneven public service .

本文利用Banach空间类上的序结构讨论了一些经典的Banach空间之间的序关系，并研究了序结构的若干性质。

It is discussed some relationships of the ordering among classical Banach spaces and properties of the ordering structure on Banach spaces .

以近似良紧性为基础，在LF拓扑空间上提出了序同态的N－连续性、分子网的N－收敛性及N－闭包算子等概念。

He concepts of N-continuity , N-convergence of molecular nets , and N - closure operator on LF topological spaces are presented on the basis of notion of nearly nice compactness .

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 .

同时，利用定义的空间目标间的序关系研究了区域查询问题、最近邻查询问题、k最近邻查询问题，将其方法进行扩展研究了空间数据库平面线段的最近邻问题。

Meanwhile the problems of range query , nearest query and k nearest query are studied by the defined order relations between spatial objects . By generalizing the methods , the nearest neighbor of planar line segments of spatial database is researched .

多值映射后果空间上的格序决策及其应用研究

Research on Lattice-Order Decision-Making on Outcome Space with Multivalued Mapping and Its Application

在度量空间中引入半序，证明了半序度量空间中单调增加映射的不动点定理。

A partial ordering is defined in metric space .

论虚拟空间的伦理失序及伦理秩序

On Ethics Disorder of Fictitious Space and Ethics Order

实无限维线性空间中的较多序

The Major-order of Real Infinite-dimensional Linear Space

拓扑线性空间的局部双序凸性，是该空间上连续线性泛函实现双序正分解的基础。

The Local biorder-convexity is a base of the biordering positive decomposition of linear functionals .

D&>D（μ）的极大性和度量空间上的线性序研究

Studies on Maximum of " D & > D "(μ) and Continuity under Linear Order

利用定义的空间数据间的序关系，给出了平面线段数据的索引结构-SI-树的定义、SI-树的生成和结点插入算法。

By using the order relations defined in this dissertation , the definition of the index structure-SI-tree for planar line segments and algorithms of the creation and node insertion of the new index structure are given .

作为其应用，我们给出一些序列空间乘积空间的序列式序。

As applications , some results about sequential order of product spaces of sequential spaces are obtained .