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This paper proposes a new concept of remote sensed image, which can be considered as the mapping mode of the spectral space for ground features to the projective space that is two-dimensional imaging space.

影像纹理是影像的一个重要属性，在影像分析中占据十分重要的位置，对于目标特征的提取和各类目标的识别都具有重要的价值。

The measurement in set theory, the properties of Metric Space, Measurement Topology, Measurable Space, Perfect Metric Space and its application in first order circuit are explored in this paper.

本文论述了集合上的度量、度量空间的性质、度量拓扑、可度量化空间、完备度量空间、及一阶电路中的度量空间。

But when we face a series of works, then the whole exhibition made up of these works, we will feel more passive, for when we enter the exhibition space, we are surrounded by a mini-world. To some extent, we become captive and imprisoned; to put it another way, the physical sense of the series works is more powerful, and it indeed dominates the space to create a new space by its quantity and volume, the artist then seems play a role of a temporary 'creator'.

但是，当我们面对着系列组画，进而是以此构成的整个展览，我们的状态就被动得多，自我们进入到展览的空间，就已经被一座小世界包围，在某种程度上，我们成为了俘虏，和被囚者；换句话说，组画的物质感要强大得多，它实际掌控了空间，以它的数量和体积布置了一个新环境，而画家似乎扮演了一个临时的"造物主"角色。

Bernstein type theorem; Quaternion Euclidean space; minimal Lagrangian graphs; Twisted special Lagrangian submanifold; twisted normal bundle; Austere submanifolds; Real space form; Complex space form; Hamiltonian minimal submanifold; A Lagrangian submanifold with conformal Maslov form

基础科学，数学，几何、拓扑伯恩斯坦型定理；四元数欧氏空间；极小拉格朗日图；扭曲特殊拉格朗日子流形；扭曲法丛； Austere子流形；实空间形式；复空间形式；哈密尔顿极小子流形；具有共形Maslov形式的拉格朗日子流形

A section theorem, a minimax inequality and a generalized fixed point theorem where the underlying space is a product space of two topological vector space s, are given.

给出了两个拓扑向量空间的乘积空间上截口定理，极小极大不等式及一个推广的不动点定理。指出这3个形式不同的结果与Tychonov不动点定理是相互蕴含的。并且用截口定理直接证明了多值映射的一个重合定理

At first, the existence of extended form of approach to continuous selection for any set valued mapping without any continuity restriction in para-compact metric space is proved ;by the topologically separated mappings , the approximate selection theorem of sub-lower-semi-continuous mapping is established, furthermore , continuous selection problem in H-space is studied. Next, with W-correspondence, an improved variational inequality is obtained ; by the H-KKM mapping ,Ky Fan\'s minimax inequality is generalized to H-space . At last, with H-convexity instead of the linear topological structure, a new version of Browder fixed point theorem is established.Chapter 3 deals with set-valued mapping vector variational inequality and minimax problems.

第二章首先在仿紧的度量空间上对任意的集值映射建立了新的逼近连续选择定理，利用映射的拓扑可分性，在H-空间上建立了次下半连续映射的逼近连续选择定理和一个新的连续选择定理；然后利用W-对应，在H-空间上建立了广义的变分不等式；利用H-KKM映射，在H-空间上建立了广义的KyFan极小极大不等式；最后，利用H-凸性代替拓扑线性结构，在H-空间上建立了一个新型的Browder不动点定理。

According to the basic concept of a street and its pattern language, and based on the concrete investigation in the village, we try to analyze the relationship among the material pattern, social pattern and the living pattern of a street, and study the necessary factors to the street space acting as a public space and the monotonousness and variety of a street space.

摘要从探讨街道的含义及其摸式语言入手，以客观翔实的村落调查研究作为立论基础，探索街道空间的物质形态、社交形态以及生活形态三者之间的相互关系，挖掘街道空间作为公共空间存在的必要条件及其单一性与多元性的空间意义。

The discussion on multidimensional space in this paper can deepen the understanding of space, create rationality space idea and bring up art product ability.

为此，本文对绘画的多维性空间表现的论述，不仅有助于深化空间表现理论的理解与把握，也有益于合理性空间观念的生成和艺术创作能力的培养。

Now I have found that all these physical units have their space time configuration and space time value , are consists of multidimensional space time and can be universally expressed in same manner as

如此看来宇宙是由5维空间和5维时间构成的，或者说宇宙具有10维时空结构。这样推断对吗？嗯，那得继续观察，看一看这个推断的依据是不是真的能靠得住！

Thirdly,we define a equivalence relation Rin the topology space X by the fibrewise function f ,and then we get the fibrewise quotient space X / R,we call it the fibrewise decomposition space of X .And last we discuss the relation between f and the natural mapping.

其三是，通过一个纤维映射f ： X→Y，在B上的纤维拓扑空间X中定义了一个等价关系R，得到X的纤维商空间X / R，称其为X的分解空间，最后也讨论了f与自然投射的关系。

With Death guitarist Schuldiner adopting vocal duties, the band made a major impact on the scene.

随着死亡的吉他手Schuldiner接受主唱的职务，乐队在现实中树立了重要的影响。

But he could still end up breakfasting on Swiss-government issue muesli because all six are accused of nicking around 45 million pounds they should have paid to FIFA.

不过他最后仍有可能沦为瑞士政府&议事餐桌&上的一道早餐，因为这所有六个人都被指控把本应支付给国际足联的大约4500万英镑骗了个精光。