| 1. | In chapter 2 we study the dilation property of a unitary system
第二章主要研究酉系统的膨胀性质。 |
| 2. | At last we prove that group - like unitary system has the dilation property
最后得出群似酉系统具有膨胀性。 |
| 3. | Secondly , plainly introduce the design means of the unitary system and the software analysis system
其次，对该模拟系统的整体设计方案以及软件分系统的设计方法进行了一下简单讲解。 |
| 4. | Thus , a unitary system of the ownership came to protrude and non - workers and non - peasants in social classes came to eliminate
由此，所有制上的单一模式开始凸现，社会阶级关系中的非工农成分逐渐消失甚至消灭。 |
| 5. | So the unitary system of national curriculum ca n ' t meet the different situations in different areas and different schools
但由于我国幅员辽阔，人文地理环境差别很大，单一的国家课程体系很难满足不同地区不同学校的需要。 |
| 6. | Firstly , a monitoring and fault detecting system is developed with ood to implement these three technologies as a unitary system , and to make full use of their advantages
在这个内容中，本文涉及到面向对象的开发方法以及mfc类库编程， windows应用程序接口( api ) ，动态链接库( dll )和多线程编程这些技术。 |
| 7. | Recently d . r . larson , deguang han and xingde dai have put forward some definitions such as unitary system , frame vector in terms of applying operator theory to the study of frame theory , which made the research develope rapidly
Larson ， deguanghan和xingdedai把算子代数理论运用到框架理论的研究，提出酉系统，框架向量等概念，使得框架理论的研究更上一个层次。 |
| 8. | On this foundation , we introduce the definitions of frame , dilation property of a unitary system and wavelet - type unitary system and study the frame perturbation ; the dilation property of some special unitary systems and the basic properties of wavelet - type unitary system
本文在此基础上引入了框架，酉系统的膨胀性以及小波类型酉系统等一系列概念，并相应地研究了框架的扰动性，几种类型酉系统的膨胀性以及小波类型酉系统的基本性质。 |
| 9. | As a unitary system , container transportation in china is in a developing stage now , compared with developed western country . furthermore , a lot of concerned factors are affecting container transportation , so that all chinese port appeared variety performance , under diversification of circumstance
就整体而言，目前国内集装箱运输相对西方国家发展程度，尚处于发展期，集装箱运输的很多相关因素在不断变化，使得各港随着内外条件的变化存在着很大变数。 |
| 10. | In the third section we firstly introduce the concept of frame vector for a unitary system , then give a if - and - only - if condition for it and at last we get the condition for the sum a 1 + b 2 to be a frame vector , where a , b are two operators and 1 , 2 are two frame vectors
第三节先引入酉系统的框架向量的概念，然后给出一个酉系统中框架向量的充要条件，最后得出两个框架向量_ 1与_ 2 ，分别经过两个算子a ， b作用后，它们的和a _ 1 + b _ 2在什么情况下仍是框架向量。 |
