空间

The concept of G unit interval and the definition of separable degree between elements on G unit interval are given, and some properties are discussed. Based on this concept, it determined a metric p, and ([0, 1], p) becomes a metric space (It is called G unit logical metric space). In this paper, the properties and structure of G unit logical metric space are discussed in detail, and get some good results.

给出了G单位区间[0， 1]的定义并在其上引入了元素间的可分度的概念，讨论了其基本性质，并在此定义的基础上确定了一个度量P，从而([0， 1]， p)成为一个度量空间（文中称"G单位逻辑度量空间"），并对G单位逻辑度量空间的性质及其结构进行了详尽的讨论，并得到一些好的结果。

Outbreak is a space shooter game similar to Galaxian/Galaga clones, this shooter features stunning 16-bit graphics, seven music themes and randomly generated pictures of space with more than 100 REAL space objects.

爆发是一个空间射击游戏类似galaxian /" Galaga "无性系，这射击游戏具有极好的16位图形， 7音乐的主题和随机生成的图片空间，与100多个真正的空间物体。

But in this paper, it is proven that the upper bound has nothing to do with the viscosity of the fluid by using decomposing theorems of spaces, Gauss's formula and Sobolev Space methods.

文中利用空间分解定理、高斯公式及Sobolev空间方法证明了不可压缩粘性流体定常旋转流在Sobolev空间［H1］3中存在一个与流体粘度无关的上界。

The gear pump is the volume pump's one kind, by two gears, the pump body and the first top plate is composed two seal spaces, when gear-driven, the gear withdraws the side the space volume to increase since childhood, the vacuum production, inhales the liquid, the gear meshing side's space's volume is small from the big change, but pushes in the liquid in the pipeline.

齿轮泵是容积泵的一种，由两个齿轮、泵体与前后盖组成两个封闭空间，当齿轮转动时，齿轮脱开侧的空间的体积从小变大，形成真空，将液体吸入，齿轮啮合侧的空间的体积从大变小，而将液体挤入管路中去。

In fuzzy division of input space of the model, the division references consider not only the space distance of input sample data, but also the rule output error, thus defining"generalized sample distance", which makes model structure better.

在模型输入空间的模糊划分中，不单只考虑输入样本数据的"空间距离"，同时将规则输出误差作为输入空间划分的另一依据，由此定义"广义样本距离"，使模型结构更加合理。

Hilbert space and generalized Fourier series in Hilbert space,etc.

Hilbert空间与广义Fourier级数，主要讲授内积空间内积空间中的正交系，投景定理，与广义Fourier级数。

The result is generalized to a sequence of Banach spaces.

由此得出：Banach空间X上n次积分C-半群序列S强收敛于Banach空间X上n次积分C-半群S的充分条件是其生成元序列A强收敛于A，并将这一结论推广到一般的Banach空间序列上。

In a proper condition,U* is a generalized solution of the differential equation system.

不同于[1-2]用有限维空间去逼近无穷维空间，本文空间是不变的。2。

Therefore, the main characteristics of this paper are:(1) Given orbits generated correlation theory of learning subspace which is the base of researching algorithm;(2) Advanced orbits generated Breadth first, Depth first and Heuristic algorithms, enrich and develop the basic content of LML further;(3) Given corresponding examples to validate the algorithms. However, all the work is tentive and much needs advanced research.

由此可以看出，本文的特色主要体现在以下几个方面：(1)给出了李群机器学习子空间轨道生成的相关理论，为研究学习子空间轨道生成算法奠定了基础；(2)提出了李群机器学习子空间广度优先轨道生成学习算法，深度优先轨道生成学习算法以及带有启发信息的轨道生成学习算法，丰富和发展了LML的基本内容；(3)对所提出的算法给出了相应的实例验证。

The episode of Diomedes and Glaucus' confrontation with each other on the battlefield in the Trojan War from Book 6, the Iliad, is examined as an example to demonstrate the importance of this ethical code. The description of the two great warriors' refusal to fight with each other on the battlefield provides a social and cultural space to elucidate the significance of this religious and cultural custom. Through this, the epic narrative transforms the battlefield into a social space of production where ethics and the religious and cultural code reinforce each other's necessity and importance in a society that obeys not just the edicts of the kings but also the law of Olympus.

本文将以《伊里亚德》第六章堙A戴奥米迪斯与葛劳可斯这两位互相敌对的骁勇主将如何在战场中确认其祖父辈们之间曾建立起的宾主之谊，因而握手言欢，互赠礼物为起始，探讨荷马史诗《伊里亚德》第六章的叙事如何将战场空间转化为社会空间，并且在此转换的空间中，藉由对宾主之谊这个伦理规范的阐述与演绎，生产并强化伦理与宗教、文化、政治间的互相关联。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。