查询词典 complex group

There are two types of "verb + verb" construction in English, one of which is exemplified by instances such as "try to do", which is called the " hypotactic verbal group complex" in the Hallidayan functional grammar.

根据传统语法和形式语法分析，英语中的try to do这类结构通常被认为是"动+宾"结构。本文以韩礼德的功能语法理论为基础，把这类结构看作是"从属型动词词组复合体"。

In chapter 4, Based on the orthogonality relations and duality of C-algebras, we study the decompositions of C-algebras, and give a Fourier inversion formula on C-algebras, which generalizes the Fourier inversion formula on the center of a finite group algebra over complex. As an application, we characterize the integral closure of C-algebras over the ring of integers, and show a necessary and sufficitient condition for elements of C-algbras being algbraic integral over integers.

第四章 我们应用C-代数的正交性及对偶性刻画了C-代数的一个分解，给出了C-代数上这个完全分解的Fourier反演公式，从而推广了Z分解的Fourier反演公式；作为Fourier反演公式的一个应用，我们刻画了Z在整数环Z上的整闭包，进一步我们研究了C-代数在整数环Z上的整闭包，给出了C-代数在整数环Z上为整元的一个充要条件。

In section four, we consider a normal π-subgroup in π-separable group, a normal set and a complex value class function space defined on G, using the B_π-character theory and character-triple isomorphism, and find a classical basis of this space such that it behaves as the set of irreducible Brauer characters, and satisfies the Fong-Swan property.

在第四节中我们考虑了π-可分群G中的一个正规π-子群，以及定义在G上的一个正规集和它上面的一个复值类函数空间，利用B_π-特征标理论和特征三元组同构，我们找到了这个空间的一个经典基，使得这个基具有类似于不可约Brauer特征标的集合的性质，并且满足Fong-Swan性质。

Kas Oosterhuis is professor for Architectural Design, Design Methods at the Delft University of Technology, director of the Hyperbody Research Group and director of the Protospace Laboratory at the Faculty of Architecture, focusing on buildings as Complex Adaptive Systems and on multi-player gaming techniques for Collaborative Design and Engineering.

Kas Oosterhuis是代尔福特科技大学建筑设计方法论的教授，超体研究组的总监，建筑系Protospace实验室的总监。他致力于"综合调节系统"和为推进合作化设计与工程的多人游戏技术。

As for Ukiyo-e prints, Suzuki Harunobu reached his prime time at his late years. For example 《Romantic Voluptuous Little Pretty》,《the Eight Scenes of Beauty's Chamber》《Romantic Beauty Mirrors》, this group of three of beauties are very famous. Kitagawa Utamaro had unique aesthetic appreciation, presenting women's charming and grace. Another artist Toshusai Sharaku didn't created many works. He appeared only for a short period of time, just like a shooting start crossing the sky. Katsushika Hokusai's "the Thirty-six Scenes of Fuyue" was the beginning of the popularity of Ukiyo-e prints. His work absorbed the factors of western world. Many of his works presented grandeur in front of people. The works of Utagawa Hiroshiga were also outstanding. His works revealed a sort of " Japanese complex".

浮世绘方面，铃木春信的创作旺盛期是在晚年，《风流艳色小豆人》、《风流闺室八景》和《荡女鉴镜图》三组美人画非常著名；喜多川歌磨有着独到的审美意识，展示女性的妩媚动人和优雅神态；役者绘大师东洲斋写乐的作品不多，仅仅出现在一个极短的期间，犹如历史夜空中一闪而过的彗星；葛饰北斋的"富岳三十六景"是浮世绘风景画流行的开端，作品吸取西洋的绘画元素，大多雄伟壮丽；歌川广重的"名所绘"出类拔萃，画中流露一种"日本情结"。

The main work and innovation1 In general , a image compression method has different effect to different image . Some are fit for image which has much high frequency . Some are fit for image which has much low frequency .This paper analysis the applicability of fractal algorithm . In this dissertation , an improved algorithum is given . The basic algorithum without eight change and the joint use of quantitative coding , The compression ratio and PSNR can be adjusted , and it can get more quickly speed of coding .2 To a group of exact fractal code , the decoding image can be any resolution .With this characteristic ,choose the proper domain block and range block,this paper get an algorithum which can get higher decoding PSNR and speed than the basic fractal algorithum.3 Give a new method to calculate the scale factor . The calculation of basic algorithum is complex and enormous . The factor of scale is an important variable of the basic algorithm. Now there are two methods to calculate the factor of scale .A new method was given to calculate the factor of scale. The calculation load and complexity are reduced by the new method. Compared with the basic algorithm , the method can reduce coding time.4 The basic fractal algorithum is based on the Collage theorem and contraction mapping theorem . A mathematic model based on basic fractal algorithum is given .

本文的主要工作及创新点主要包括以下几点：1一般情况下，一种图像压缩的方法对不同特点的图像，压缩效果会有所不同，本文利用分形压缩编码对不同特点的图像进行编码，分析了分形编码对不同图像的编码适用性，利用去掉8种变换的分形编码算法与简单的均匀量化编码方案相结合，得到了一种可以调节压缩比与解码质量的分形编码方案，该提高编码速度6倍以上。2分形编码的特点之一是分形解码的分辨率无关性，即对于一组分形编码可以将其解码到任意分辨率下，本文利用分形编码的这一特点，结合不同的量化编码方案，选择合适的定义域块与值域块及适当的编解码分辨率，得到了一种提高解码质量，编码速度提高12倍以上的加速算法。3比例因子是基本分形算法中的一个重要变量，目前有两种计算比例因子的方法，文中给出了一种新的求比例因子的方法，该方法简化了求比例因子的计算，从整体上减小了基本分形算法的计算量，简化了算法4分形压缩的数学基础是不动点定理与拼贴定理，本文根据基本的自动分形编码方法，建立数学模型对其进行推导，得到了用普通数学的极限理论解释分形编码的数学表达式，从而对由基本分形编码得到的解码图像中的像素点的值给出了确定的表达式。

In the coupling reaction of 4 with 2-methyl-1-buten-3-yne the four- membered ring ligand is transferred to enyne to give the substituted eta3-butadienyl complex 5 containing the cyclobutenonyl group.

在4与2-甲基-3-炔-1-丁烯进行偶合反应后，四环结构仍然稳固存在，并转移到烯缺上形成一个含有四环结构的错合物5。

This algorithm-based program can judge whether a group of words can be strung together. Following tests the method is found much less complex than the traditional method of exhaustion.

这个顺序要求每张卡片上的单词的首字母恰好是前一张卡片上的单词的尾字母，并且要求每张卡片只能用一次，简单地说就是"单词接龙"[1]。

An ignorant man; nescient of contemporary literature; an unlearned group incapable of understanding complex issues; exhibiting contempt for his unlettered companions.

无知的人；对现代文学一无所知；没有学问的人群不可能理解复杂的问题；对他的文盲同伴表示蔑视。

Going through more than twenty years s development ,The Taihua Group gradually keep her feet in the market ,facing the complex exterior environment observantly realize the importance and requirement of shaping the developing stratagem.

泰华集团经历二十余年发展，在市场中逐步站稳脚跟后，面对复杂的外部环境，敏锐的认识到制订未来发展战略的重要性与必要性。

According to the clear water experiment, aeration performance of the new equipment is good with high total oxygen transfer coefficient and oxygen utilization ratio.

曝气设备的动力效率在叶轮转速为120rpm～150rpm时取得最大值，此时氧利用率和充氧能力也具有较高值。

The environmental stability of that world - including its crushing pressures and icy darkness - means that some of its most famous inhabitants have survived for eons as evolutionary throwbacks, their bodies undergoing little change.

稳定的海底环境─包括能把人压扁的压力和冰冷的黑暗─意谓海底某些最知名的栖居生物已以演化返祖的样态活了万世，形体几无变化。