数据仓库专题(23):总线矩阵的另类应用-Drill Down into a More Detailed Bus Matrix
一、前言
Many of you are already familiar with the data warehouse bus architecture and matrix given their central role in building architected data marts. The corresponding bus matrix identifies the key business processes of an organization, along with their associated dimensions. Business processes (typically corresponding to major source systems) are listed as matrix rows, while dimensions appear as matrix columns. The cells of the matrix are then marked to indicate which dimensions apply to which processes.
In a single document, the data warehouse team has a tool for planning the overall data warehouse, identifying the shared dimensions across the enterprise, coordinating the efforts of separate implementation teams, and communicating the importance of shared dimensions throughout the organization. We firmly believe drafting a bus matrix is one of the key initial tasks to be completed by every data warehouse team after soliciting the business’ requirements.
二、面临问题
While the matrix provides a high-level overview of the data warehouse presentation layer “puzzle pieces” and their ultimate linkages, it is often helpful to provide more detail as each matrix row is implemented. Multiple fact tables often result from a single business process. Perhaps there’s a need to view business results in a combination of transaction, periodic snapshot or accumulating snapshot perspectives. Alternatively, multiple fact tables are often required to represent atomic versus more summarized information or to support richer analysis in a heterogeneous product environment.
三、解决方案
We can alter the matrix’s “grain” or level of detail so that each row represents a single fact table (or cube) related to a business process. Once we’ve specified the individual fact table, we can supplement the matrix with columns to indicate the fact table’s granularity and corresponding facts (actual, calculated or implied). Rather than merely marking the dimensions that apply to each fact table, we can indicate the dimensions’ level of detail (such as brand or category, as appropriate, within the product dimension column).
四、总结
The resulting embellished matrix provides a roadmap to the families of fact tables in your data warehouse. While many of us are naturally predisposed to dense details, we suggest you begin with the more simplistic, high-level matrix and then drill-down into the details as each business process is implemented. Finally, for those of you with an existing data warehouse, the detailed matrix is often a useful tool to document the “as is” status of a more mature warehouse environment.
数据仓库专题(23):总线矩阵的另类应用-Drill Down into a More Detailed Bus Matrix的更多相关文章
- FocusBI: 总线矩阵(原创)
关注微信公众号:FocusBI 查看更多文章:加QQ群:808774277 获取学习资料和一起探讨问题. <商业智能教程>pdf下载地址 链接:https://pan.baidu.com/ ...
- 数据仓库专题(2)-Kimball维度建模四步骤
一.前言 四步过程维度建模由Kimball提出,可以做为业务梳理.数据梳理后进行多维数据模型设计的指导流程,但是不能作为数据仓库系统建设的指导流程.本文就相关流程及核心问题进行解读. 二.数据仓库建设 ...
- 「kuangbin带你飞」专题十九 矩阵
layout: post title: 「kuangbin带你飞」专题十九 矩阵 author: "luowentaoaa" catalog: true tags: mathjax ...
- 编程计算2×3阶矩阵A和3×2阶矩阵B之积C。 矩阵相乘的基本方法是: 矩阵A的第i行的所有元素同矩阵B第j列的元素对应相乘, 并把相乘的结果相加,最终得到的值就是矩阵C的第i行第j列的值。 要求: (1)从键盘分别输入矩阵A和B, 输出乘积矩阵C (2) **输入提示信息为: 输入矩阵A之前提示:"Input 2*3 matrix a:\n" 输入矩阵B之前提示
编程计算2×3阶矩阵A和3×2阶矩阵B之积C. 矩阵相乘的基本方法是: 矩阵A的第i行的所有元素同矩阵B第j列的元素对应相乘, 并把相乘的结果相加,最终得到的值就是矩阵C的第i行第j列的值. 要求: ...
- 数据仓库专题(21):Kimball总线矩阵说明-官方版
一.前言 Over the years, I have found that a matrix depiction of the data warehouse plan is a pretty goo ...
- 数据仓库专题20-案例篇:电商领域数据主题域模型设计v0.2(改进意见征集中)
一.电商分类(平台+自营+复合) (1)平台型电商:淘宝+天猫+百度Mall等: (2)自营型电商: 2.1 综合型:京东(早期)+当当(早期): 2.2 垂直型:好像这种类型越来越少了: (3)复合 ...
- 数据仓库专题(5)-如何构建主题域模型原则之站在巨人的肩上(二)NCR FS-LDM主题域模型划分
一.前言 分布式数据仓库模型的架构设计,受分布式技术的影响,很多有自己特色的地方,但是在概念模型和逻辑模型设计方面,还是有很多可以从传统数据仓库模型进行借鉴的地方.NCR FS-LDM数据模型是金融行 ...
- 【Linux高频命令专题(23)】tar
概述 通过SSH访问服务器,难免会要用到压缩,解压缩,打包,解包等,这时候tar命令就是是必不可少的一个功能强大的工具.linux中最流行的tar是麻雀虽小,五脏俱全,功能强大. tar命令可以为li ...
- 数据仓库专题19-数据建模语言Information Engineering - IE模型(转载)
Information Engineering采用Crow's Foot表示法(也有叫做James Martin表示法的),中文翻译中对使用了Crow's Foot表示法的模型也有笼统的称做鸭掌模型的 ...
随机推荐
- codeforces 427E
题意:给定一位空间里n个点的坐标,每个坐标有一个罪犯,现在要建一个警局,并且这个警局只有一辆车,车一次最多载m个人,问应建在哪是的抓回所有罪犯的路程和最小. 思路: 很明显建在罪犯的点上一定可以找到最 ...
- Linux环境中DISPLAY环境变量的解释及设置
在Linux/Unix类操作系统上的GUI应用程序使用X Window系统(X Window System),它旨在允许多个用户使用窗口化的应用程序通过网络访问计算机. DISPLAY环境变量用来设置 ...
- oracle 10g在redhat5下的安装
[root@localhost ~]# groupadd dba -g 111 [root@localhost ~]# groupadd oinstall -g 110 [root@localhost ...
- oracle 查看运行中sql
sys用户登录 SELECT b.sid oracleID, b.username 登录Oracle用户名, b.serial#, spid 操作系统ID, paddr, sql_text 正在执行的 ...
- iOS UIWebView中javascript与Objective-C交互、获取摄像头
UIWebView是iOS开发中常用的一个视图控件,多数情况下,它被用来显示HTML格式的内容. 支持的文档格式 除了HTML以外,UIWebView还支持iWork, Office等文档格式: Ex ...
- 困扰多日的C#调用Haskell问题竟然是Windows的一个坑
最近一直被C#调用Haskell时的“尝试读取或写入受保护的内存”问题所困扰(详见C#调用haskell遭遇Attempted to read or write protected memory,C# ...
- Window程序的安装与部署
步骤: 1.新建项目—选择安装与部署—安装项目或使用安装向导,再这里我用的是安装向导 2.点击确定—下一步 3.点击下一步,选择主输出 4.点击下一步,添加文件 5.点击完成 设置: 右击安装项目 出 ...
- Linux:文件类型和权限
一个目录要同时具有读权限和执行权限才可以打开,而一个目录要有写权限才允许在其中创建其它文件.
- 整合GreyBox放大显示图片
<s:iterator value="#request.photoList" id="photo" status="stu"> ...
- python数据采集与多线程效率分析
以前一直使用PHP写爬虫,用Snoopy配合simple_html_dom用起来也挺好的,至少能够解决问题. PHP一直没有一个好用的多线程机制,虽然可以使用一些trick的手段来实现并行的效果(例如 ...