theorems

And two fixed point theorems in quasi-metric spaces are obtained.

最后,给出了 非 对称度量空间上的两个不动点定理.

According to Pearson, Kolmogorov and Smirnov theorems, new test rules of goodness of distribution function fit are proposed in this paper.

本文根据皮尔逊、柯尔莫戈洛夫、斯米尔诺夫定理，提出了分布函数拟合优度检验的新规则。

The theorems of structural variation developed by Majid, Elliott and Bakri has been generalized in this paper for space frame structures.

本文将Majid，E11iott，Bakri等人发展的结构变更定理推广到空间杆系结构。

All this leads up to the most fundamental of theorems of calculus.

综上所述就导出了微积分学中的最基本的定理.

All forms of reciprocal theorems apply to structures which behave linearly.

所有形式的互等定理都适用于线性受力状态的结构.

This analogy is supported by the following theorems.

这种的相似点表现在下面的定理中.

The culmination of the work on singularities is two famous transformation theorems.

奇点研究的顶峰是两个著名的变换定理.

Laurent Expansion and Residue Theorems in Universal Clifford Analysis

泛Clifford分析中的Laurent展式和留数定理

And we give three forms of definitions and relative equivalent theorems of vanishing moments.

提出了三种形式消失矩的概念和相应的等价定理.最佳广义M进制小波作为它的一种特殊形式，在数字人切片数据的去噪处理中发挥了优越性。

The theorems should be deduced from axioms by purely logical arguments.

定理应该通过纯粹的逻辑的推导而从公理演绎得到.

In-this paper the definition and theorems of grey topological groups are introduced.

给出了灰拓扑群的定义及有关定理.

Cover Theorems about Odd Analytic Functions

关于奇解析函数的几个掩蔽定理

The first fundamental theorem of asset pricing is the one of two most fundamental theorems in mathematical finance. It mainly describes the fairness of a market which is one of the two most important properties of the market.

资产定价第一基本定理是数理金融学中的两大基本定理之一，它主要是描述市场的两大性质之一：市场公平性。

A Class of Random Deviation Theorems and the Approach of Laplace Transform

一类随机偏差定理与Laplace变换的方法

His doctoral dissertation on differential equations connected itself with existence theorems.

他论述微分方程的博士论文涉及到存在理论.

J . Cheeger, Comparison Theorems in Riemannian Geometry, North-Holland publishing company.

伍鸿熙等著,《黎曼几何选讲》, 北京大学出版社.

The paper discusses the presentation and solution of eigh t-digit puzzle from every aspects, compares several schemes available, and elaborates the rationality of the methods as well as the perfectibility and reliability of all searching algorithms with theorems.

本文从各方面探讨了八数码问题的表示和求解，对各种可行方案进行比较权衡，并以定理化方式尽量详细地论证了求解过程所用到的方法的合理性和所用搜索算法的完备性与可靠性。

Convergent theorems and weakly sequentially compact sets in Orlicz spaces

Orlicz空间的收敛定理和弱列紧集

In this chapter we shall consider some of the basic postulates and theorems of quantum mechanics.

本章我们将阐述量子力学的一些基本假设和原理.

Wittegenstein repudiated many of the theorems set forth in the Tractatus.

维特根施坦放弃了许多他在《论文》一书中所提出的原则.

These results parallel Archimedes'geometric theorems.

这些结果可与阿基米德斯的几何定理相比.

Geometrical theorems grew out of empirical methods.

几何定理是从经验得出的.

In certain circumstances, other theorems may be advantageous or even indispensable.

在某种情况下, 用其它定理可能是有利的,甚至是不可缺少的.

By differential mean value theorems and Taylor series, we deduce a unified formula in this paper.

以微分中值定理和Taylor级数为依据得出了常微分方程初值问题数值解法的一个一般公式。

Synthesis Theorems for the Topology of ( M+ N)-Port Network

M+N端口网络拓扑图综合定理

Their student peers-equally passionate about games, but less able to click a mouse at a competitive pace of five times a second-will immerse themselves in the theorems of game analysis, commentary broadcasting, cheat-detection and event management.

他们的同学（同样热衷于游戏，但无法以每秒5次的竞技速度点击鼠标）将深入学习游戏分析、游戏直播、作弊探测和活动管理理论。

Below we give two theorems covering these cases.

下面我们给出有关这些情况的两条定理.

Some theorems are proved and the interactive requirements of the decision maker are sufficiently considered.

证明了若干定理，充分考虑决策人的交互要求。

Construction theorems of second and third order ordinary differential equations which admit higher order integrals are formulated by use of the method of determining higher order integral factors and higher order integrals for ordinary differential equations, and by use of the characteristic set method as well.

本文利用确定高次积分因子的引理与确定对应的高次积分的公式以及微分特征列集（吴）方法，给出了拥有高次积分的二阶三阶常微分方程结构定理。

In the meantime, the theorems applied to the singular boundary value problems.

同时将这些定理应用到奇异边值问题,得到奇异边值问题正解的存在唯一性.