Code.Complete.Second.Edition 2004

Bachman compared the Ptolemaic-to-Copernican change in astronomy to the change in computer programming in the early 1970s.

When Bachman made the comparison in 1973, data processing was changing from a computer-centered view of information systems to a database-centered view. Bachman pointed out that the ancients of data processing wanted to view all data as a sequential stream of cards flowing through a computer (the computer-centered view). The change was to focus on a pool of dat a on which the computer happened to act (a database-oriented view).

Today it’s difficult to imagine anyone thinking that the sun moves around the earth.Similarly, it’s difficult to imagine a programmer thinking that all data could be viewed as a sequential stream of cards. In both cases, once the old theory has been discarded, it seems incredible that anyone ever believed it at all. More fantastically, people who believed the old theory thought the new theory was just as ridiculous then as you think the old theory is now. The earth-centered view of the universe hobbled astronomers who clung to it after a better theory was available. Similarly, the computer-centered view of the computing universe hobbled computer scientists who held on to it after the database-centered theory was available.

a computer-centered view of information systems to a database-centered view的更多相关文章

  1. 【GLG Toolkit 行业案例】Baltic Information Systems, Ltd.公司选择使用GLG Toolkit

    BIS (Baltic Information Systems, Ltd.)是一家专门为核电厂开发安全和过程监控系统的软件公司. BIS的新产品 BISMARC 是一个通用过程控制和监控的SCADA系 ...

  2. 转载:Character data is represented incorrectly when the code page of the client computer differs from the code page of the database in SQL Server 2005

    https://support.microsoft.com/en-us/kb/904803 Character data is represented incorrectly when the cod ...

  3. View Controller Programming Guide for iOS---(七)---Resizing the View Controller’s Views

    Resizing the View Controller’s Views A view controller owns its own view and manages the view’s cont ...

  4. VSS提示"Could not find the Visual SourceSafe Internet Web Service connection information for the specified database

    转自:http://www.cnblogs.com/qqflying/archive/2007/12/18/1004051.html VSS连接错误提示: ====================== ...

  5. Could not find the Visual SourceSafe Internet Web Service connection information for the specified database Would you like to launch the Visual sourceSafe connection wizard?

    今天同事遇到个奇怪问题,以前也遇到过,不过重新绑定一下就OK了,不知道为什么今天不行了. 错误提示:===============================================Cou ...

  6. Android点击View显示PopupWindow,再次重复点击View关闭PopupWindow

     Android点击View显示PopupWindow,再次重复点击View关闭PopupWindow 这本身是一个看似很简单的问题,但是如果设置不当,就可能导致莫名其妙失效问题.通常在Andro ...

  7. 自己定义View Layout过程 - 最易懂的自己定义View原理系列(3)

    前言 自己定义View是Android开发人员必须了解的基础 网上有大量关于自己定义View原理的文章.但存在一些问题:内容不全.思路不清晰.无源代码分析.简单问题复杂化等等 今天,我将全面总结自己定 ...

  8. Android View体系(八)从源代码解析View的layout和draw流程

    相关文章 Android View体系(一)视图坐标系 Android View体系(二)实现View滑动的六种方法 Android View体系(三)属性动画 Android View体系(四)从源 ...

  9. Social Infrastructure Information Systems Division, Hitachi Programming Contest 2020 D题题解

    将题意转换为一开始\(t = 0\),第\(i\)个操作是令\(t \leftarrow (a_i + 1) t + (a_i + b_i + 1)\).记\(A_i = a_i + 1, B_i = ...

随机推荐

  1. Word2013对公式处理:样式、自动编号、交叉引用

    因快写毕业论文,专门研究了一下Word2013对公式的处理,有一点小心得,记在这里. 文章中公式展示的预期效果是:公式居中,尾端有编号,同时在文章中可以实现引用.实现该效果有很多方法,这里就说一种,其 ...

  2. [整理]android中几种常见的尺寸

    获取屏幕宽高尺寸的三种代码形式 在Android上,目前我知道的获取屏幕尺寸的方法有三种不同的代码形式 方法1.在Activity中最常见的调用方式 WindowManager windowManag ...

  3. Android利用调试器调试程序

    首先,通过在AndroidManifest.xml文件中添加android:debuggable=”true”选项, <application android:icon=”@drawable/i ...

  4. 基于C#语言利用Microsoft.office.introp.excel操作Excel总结

    终于解决了质量评估测试软件在任意装有excel(2010以下版本)的电脑上正常使用的问题!!!!!!!!!! 可到http://www.microsoft.com/en-sa/download/con ...

  5. DOM对象和JQuery对象

    1.JS对象转化为Jquery对象 Var p=document.getElementById(“p”); Var $obj=$(p); 2.Jquery对象转换为JS对象 Var $bh=$(“#i ...

  6. Python 中文Key 报错问题

    例如: # -*- coding=UTF-8 -*- import json data = [] with open('data.json') as f: for line in f: data.ap ...

  7. 排序+逆向思维 ACdream 1205 Disappeared Block

    题目传送门 /* 从大到小排序,逆向思维,从最后开始考虑,无后向性 每找到一个没被淹没的,对它左右的楼层查询是否它是孤立的,若是++,若不是-- 复杂度 O(n + m),还以为 O(n^2)吓得写了 ...

  8. BZOJ3739 : DZY loves math VIII

    显然当且仅当$\gcd(i,j)=1$时才对答案有贡献,化简得 \[\begin{eqnarray*}ans&=&\sum_{i=1}^n\sum_{j=1}^i\mu(ij)[\gc ...

  9. android 全屏视频播放(SurfaceView + MediaPlayer)

    介绍个第三方: JieCaoVideoPlayer 实现Android的全屏视频播放,支持完全自定义UI.手势修改进度和音量.hls.rtsp,设置http头信息,也能在ListView.ViewPa ...

  10. TYVJ P1081 最近距离 Label:这不是分治!!!

    描述    在一块地上,有着n(1<=n<=2000) 头牛,输入n,再分别输入这n头牛的坐标(x,y) (1<=x<=100000,1<=y<=100000),如 ...