基于C／S和B／S混合模式的多媒体电子阅览室管理系统设计

高职院校多媒体电子阅览室是用户获取信息和学习的重要场所,如何能进一步完善和发展它需要有效的管理系统和具有更高素质的管理队伍。从网络化、一体化、多元化的理念出发,采用三层C/S和B/S两种混合模式,在用户管理,资源管理,安全管理三个方面展开论述,为现代多媒体电子阅览室提出了方便实用、安全有效的管理系统设计方案,以供大家探讨。     

基于S3C44B0X的汽车故障设备诊断接口的扩展实现

在简单介绍多种汽车故障诊断协议后,给出了基于ARM芯片S3C44B0X的汽车诊断设备的硬件设计框图。详细介绍了如何利用CPLD芯片EPM7064S实现汽车诊断协议接口的扩展,包括OBD-II和基于CAN总线自诊断协议接口的实现,并给出了硬件和软件的实现方法。     

基于B/S的三层结构选课登记系统设计

目前的选课方法给管理员带来繁重的劳动,为了提高选课的效率,本文提出了基于B/S三层结构的选课登记系统,采用工厂设计模式的设计思想,设计了选课登记系统的过程,并给出了系统设计的用例图、系统的类图、顺序图以及系统的类定义。     

On arcs with weighted points

In the present paper we start the study of arcs with weighted points in a finite projective plane, and we get some particular results about the existence or non-existence of these arcs.     

Families of Hadamard group divisible designs

By a family of designs we mean a set of designs whose parameters can be represented as functions of an auxiliary variable t where the design will exist for infinitely many values of t. The best known family is probably the family of finite projective planes with υ = b = t² + t + 1, r = k = t + 1, and λ = 1. In some instances, notably coding theory, the existence of families is essential to provide the degree of precision required which can well vary from one coding problem to another. A natural vehicle for developing binary codes is the class of Hadamard matrices. Bush (1977) introduced the idea of constructing semi-regular designs using Hadamard matrices whereas the present study is concerned mostly with construction of regular designs using Hadamard matrices. While codes constructed from these designs are not optimal in the usual sense, it is possible that they may still have substantial value since, with different values of λ₁ and λ₂, there are different error correcting capabilities.     

Construction of Youden hyperrectangles

Youden hyperrectangles are higher-dimensional generalizations of balanced block designs and generalized Youden designs. This kind of design has been shown to be optimal for the elimination of multi-way heterogeneity. In this paper, patchwork and geometric methods are combined to construct Youden hyperrectangles for many parameter values.     

A quest for certain linear spaces on thirty points

We investigate the structure of linear spaces on 30 points which have no lines of sizes 2, 3, 6, 30.     

SPLINE SMOOTHER AS A DYNAMIC LINEAR MODEL

The paper shows how a finite dimensional representation of a cubic smoothing spline can be put in the framework of a dynamic linear model. The formulation provides an updating scheme when observations do not occur sequentially in time or space.     

在油藏岩中驱替化学溶液模拟方程的差分方法

讨论了将一些不可压缩的可混化学溶液去驱替油藏岩中的石油这一模拟过程的边值问题，提出了解决这一类问题的两种差分格式及其算法，并给出了其收敛条件。     

Approximation spline de la prevision d'un processus fonctionnel autorégressif d'ordre 1

ABSTRACT We present a method to approximate and forecast, on an entire interval, a continuous-time process. For this purpose, we use the modelization of ARH(l) processes, defined by Bosq (1991). We deal with the practical problem of the discretization of the observed trajectories and approximate them by means of spline functions. We show by simulations that for well-chosen smoothing parameters, good prediction can be obtained in comparison with the “predictable” part of the process. Finally, we apply this model to forecast road traffic and compare it with a SARIMA model.