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粗糙集分类算法中的近似决策规则和规则匹配方法
引用本文:张雪英 刘凤玉 JürgenKrause.粗糙集分类算法中的近似决策规则和规则匹配方法[J].计算机科学,2005,32(6):129-132.
作者姓名:张雪英  刘凤玉  JürgenKrause
作者单位:南京理工大学计算机科学与工程系,南京,210094;南京农业大学信息科技学院,南京,210095;南京理工大学计算机科学与工程系,南京,210094;德国社会科学信息中心
基金项目:本文研究由德国社会科学信息中心(Social Science Infomation Center,Germany)提供资助.
摘    要:粗糙集分类算法在应用标准决策规则进行新对象分类时,经常碰到决策规则与新对象不完全匹配的情况。因此,近似决策规则和部分匹配方法常用于提高决策规则与新对象匹配的可能性。本文在概述和比较两种近似决策规则生成算法的基础上,以一个文本分类系统为例,提出了一种综合的、更有效的近似决策规则生成算法。文章还介绍了几种通用的规则匹配方法,提出了一系列实用的完全匹配和部分匹配公式。实验表明,新提出的近似决策规则生成算法和规则匹配公式能够有效地提高决策规则与新对象的匹配可能性与准确性。

关 键 词:粗糙集  分类算法  近似规则  决策规则  匹配规则

Approximate Decision Rules and Matching Rules in Rough Set Based Classification Algorithms
ZHANG Xue-ying,LIU Feng-yu,Jürgen Krause.Approximate Decision Rules and Matching Rules in Rough Set Based Classification Algorithms[J].Computer Science,2005,32(6):129-132.
Authors:ZHANG Xue-ying  LIU Feng-yu  Jürgen Krause
Affiliation:ZHANG Xue-Ying,LIU Feng-Yu,Jurgen Krause Department of Computer Science and Engineering,Nanjing University of Science and Technology,Nanjing 210094 Information Science and Technology College,Nanjing Agricultural University,Nanjing 210095 Social Science Information Centre,Germany
Abstract:In most cases,the decision rules inducted by rough set models are unacceptable as laws to classify new ob- jects. Approkimate decision rules and partial matching rules are proposed to overcome this problem. This paper dis- cusses two typical algorithms for the generation of approximate rules and comparatively analyzes their performance as proven by one case study. Furthermore, one more efficient algorithm is developed based on the two algorithms. This paper also describes the general measures used for matching rules,and a set of formulae are defined for complete matching and partial matching of decision rules according to dependency coefficient in rough set theory. The experi- ments show that the proposed approximation algorithm and measures for matching rules can further improve the matching possibility and correctness of basic decision rules generated based on rough set theory.
Keywords:Rough set  Classification algorithm  Approximate rule  Decision rule  Matching rule
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