• 本文给出2 -空间一致一致正规结构正规结构概念,指出空间具有不动性质

    This paper introduces the concepts of uniform convex, uniformly normal structure and normal structure for 2-normed Spaces. It is proved that for such Spaces, the fixed point property holds.

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  • 同时引入一个新的几何常数,并研究了的几何性质及其一致非方、正规结构、一致正规结构之间关系

    Meanwhile, a new geometric constant is introduced, its properties and the relationship among uniform nonsquareness, normal structure and the constant is studied.

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  • 如果HTML包含容易修改正规结构没有实际意义元素可能会发现转换之前,如果对其加以修改,转换会容易一些。

    If the HTML contains regular structures that can be easily modified, such as elements that serve no real purpose, you might find it easier to update them before the conversion.

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  • 如果仅仅意图提供查询报表制作功能,那么带有正规(normalized)正规(denormalized)数据结构ER模型就是合适的

    If the intent is simply to provide query and reporting capability, an er model with a normalized or denormalized data structure would be most appropriate.

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  • DITA通过主题映射类型支持正规信息体系结构定义

    DITA supports the definition of a formal information architecture through topic and map types.

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  • 他们放松我们交付产物正规形式他们预想的结构并且他们毫无保留批准了我们的基于RUP框架文档

    They were also easing up on requiring formality and a preconceived structure in our deliverables, and they were approving documentation based on the RUP framework without reservations.

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  • 的确WWW肯定人类有史以来最大公共文档正规组织结构使非常需要有好的搜索引擎

    Indeed, the WWW is certainly the largest communal document store in human history, and its informal organization probably makes it the set of documents most in need of good search engine.

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  • 认为首先应对其进行正规设计,家族企业组织结构社会接轨

    I think we should carry out standard, so that the organizational structure of the family and society converge.

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  • 一部分3.1中,给出了若干由交换中心化子正规化子满足条件所确定的有限群的结构描述

    In the first section, namely 3.1, we obtained some description of the structure of some finite groups whose centralizers or normalizers of Abelian subgroups satisfy some conditions.

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  • 正规文法正规表达式描述程序语言单词符号结构,用状态转换图构造识别单词符号

    The paper describes symbolic structure of word of program language with regular grammar and regular expression, constructs converted-state chart to identify word symbol.

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  • 研究每一非交换为次正规有限非幂零群的结构

    In this paper, the finite non-nilpotent group with every non-abelian subgroup being subnormal is investigated.

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  • 第三章主要研究有限正规共轭个数对群结构影响

    In Chapter 3, we investigate how the number of conjugacy classes outside a normal subgroup of a finite group influences its structure.

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  • 然而,长期以来在农村金融抑制二元金融”结构的影响下,正规金融机构农户的有效资金需求一直无法真正给予满足

    However, due to finance constraints and "dual finance" structure, the formal financial institutions have little ability to fit the rural households' fund needs.

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  • 农村正规金融正规金融面临着不同的制度结构

    We suppose that rural formal finance differ from the informal ones in institutional structures.

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  • 本文研究正规嵌段聚醚分子结构与其表面性能:表面张力、HLB值、之间关系,并且根据实验数据建立数学模型

    This paper study the relations between the composition of molecule and the sufact property of surface tension turbidity and HLB value, set up mathematics model depending on the test date.

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  • 研究本原结构时对涉及的I -正规、I -正规理想给出了几种类型的I -右正规元、I -正规右理想及其简单性质

    During the study of the structure of anti-regular circle, some types of I-right regular elements, i-regular right ideals and their simple qualities are given here.

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  • 大学组织结构问卷的三个变量复杂性分权正规

    The former contains three variables, such as complexity, decentralization of authority and standardization.

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  • 自从计算机化学领域应用以来,化学结构正规编码广泛用来作为种化学文献信息索引,它还在开发化学智能系统中发挥着重要作用。

    The canonical enumeration of chemical structures has been broadly used as a kind of information index for chemical bibliography since computer entered into use in the field of chemistry.

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  • 本文的主要目的试图所具有数量性质子群的广义正规性结合起来研究有限群的结构希望产生一些新的研究课题,获得一些新的结果。

    Our main purpose in this thesis is try to combine the quantity property of groups and some kinds of generalizations of the normality of groups so that they can bring some new topics for us.

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  • 课题主要研究有限正规条件及其对于有限结构确定有限群的共轭类的长度结构影响。

    The project under research mainly focus on the different conditions of normality and the permutation of groups and use the normality to determine the structure of finite groups.

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  • 课题主要研究有限正规条件及其对于有限结构确定有限群的共轭类的长度结构影响。

    The project under research mainly focus on the different conditions of normality and the permutation of groups and use the normality to determine the structure of finite groups.

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