3带紧支撑的正交小波

本文首先通过Householder矩阵扩充构造了3带紧支撑的正交小波．当尺度函数具有紧支撑对称正交性时,本文通过仿酉矩阵对称扩充构造了3带紧支撑对称的正交小波,并且研究了所构造对称小波的结构．所构造小波函数的支撑不超过尺度函数的支撑,构造方法容易推广到一般d带的情形．另外,本文还给出了容易实施的显式构造算法．最后,给出了构造算例．     

基于ExtJS技术与SSH框架的权限管理研究

根据政务信息管理的特点,采用基于Ajax的前端开发技术ExtJS和SSH框架的后台技术设计了一个社区管理信息平台.以信息平台中的权限管理系统为例,对系统中使用的ExtJS技术和SSH框架进行了介绍,分析了整个权限管理系统功能结构,并在系统分析和设计中说明了ExtJS树形结构在权限管理系统中的具体应用.ExtJS多级动态树结构实现了AjaX技术异步加载树节点,提高了权限管理系统的实用性和可扩展性.     

Further results of recursive evaluation for compound distribution with the severity distribution of mixed type

Yang et al. [J.P. Yang, S.H. Cheng, Q. Wu, Recursive equations for compound distribution with the severity distribution of the mixed type, Science in China Series A 48 (2005) 594-609] investigated a recursive procedure for a kind of compound distributions with the number of claims belonging to (a,b)-family and the severity distribution of the mixed type. In this paper, we extend their results by assuming that the claim number belongs to a larger class. As applications, the excess-of-loss reinsurance treaty is discussed and concrete examples are considered in some detail.     

基于Mapobjects的双地图窗口的交互查询设计

介绍基于Ｍａｐｏｂｊｅｃｔｓ的双地图窗口的交互查询的设计方法。     

铁道钢轨断面的计算机图象处理与仿真

利用计算机图象处理和仿真技术,对铁道钢轨断面进行快速检测与处理的研究。     

实现多系统间的数据交换

为企业原有应用系统之间进行数据交换提供了一种较为通用的方法,既有效克服了系统间数据表结构不一致的问题,同时也不限制进行数据交换的数据表。     

四个操作系统启动硬盘的安装

通过一种特殊的方法,在用一硬盘中,实现能分别启动的四个操作系统的安装。     

最大方差模反褶积

1977年,Wiggins提出最小熵反褶积(MED)。这个方法依赖于定义一个能衡量信号简单性的模,这个模就是在“数据分析”中已应用多年的规范方差模。最小熵反褶积就是寻找反褶积因子使规范方差模达到最大值。因此,我们直接称这种反褶积为最大方差模反褶积,简记为MVND (Maximum Variance Norm Deconvolution的缩写)。为什么对地震记录能使用最大方差模反褶积呢?Wiggins的文章并没有分析这个问题。这个问题是很复杂的,这篇文章只是试图作一初步讨论。首先,我们给出了规范方差模的两个基本性质;其次,指出了在什么条件下能使用最大方差模反褶积。我们希望这篇文章能起到抛砖引玉的作用,能引起物探工作者的兴趣,以便进行更多的试验和更深入的研究。     

Design of a modified repetitive-control system based on a continuous–discrete 2D model

This paper concerns the problem of designing a modified repetitive-control system for a class of strictly proper plants. Repetitive control involves two types of actions: control and learning; but the insertion of a low-pass filter in a modified repetitive controller, which is employed to guarantee the stability of the system, mixes the two actions together. In this paper, a continuous–discrete two-dimensional model is first constructed. Next, the continuity of repetitive control and Lyapunov stability theory are applied to the model to establish two linear-matrix-inequality (LMI) based sufficient stability conditions, one for the design of the cutoff angular frequency and one for the design of the feedback gains. The features of these conditions are exploited to develop an iterative algorithm that searches for the best combination of the maximum cutoff angular frequency of the low-pass filter and the feedback gains. A numerical example illustrates the design procedure and demonstrates the validity of the method.