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核属性蚁群算法的规则获取
引用本文:何明,马国亮,孙利峰,杜永萍.核属性蚁群算法的规则获取[J].小型微型计算机系统,2010,31(3).
作者姓名:何明  马国亮  孙利峰  杜永萍
作者单位:1. 北京工业大学计算机学院,北京,100124
2. 清华大学计算机系,北京,100044
基金项目:国家"九七三"重点基础研究发展规划项目,北京市自然基金项目 
摘    要:蚁群算法是一种新型的模拟进化算法,研究已经表明该算法具有许多优良的性质,并且在优化计算中已得到了很多应用.粗糙集理论作为一种智能数据分析和数据挖掘的新的数学工具,其主要优点在于它不需要任何关于被处理数据的先验或额外知识.本文从规则获取和优化两方面研究基于粗糙集理论和蚁群算法的分类规则挖掘方法.通过研究决策表和决策规则系数,建立基于粗糙集表示和度量的知识理论,将粗糙集理论与蚁群算法融合,采用粗糙集理论进行属性约简,利用蚁群算法获取最优分类规则,优势互补.实验结果比较表明,算法获取的分类规则,具有良好的预测能力和更为简洁的表示形式.

关 键 词:粗糙集  蚁群算法  属性约简  

Core Attribute and Ant Colony Algorithm for Acquisition of Rules
HE Ming,MA Guo-liang,SUN Li-feng,DU Yong-ping.Core Attribute and Ant Colony Algorithm for Acquisition of Rules[J].Mini-micro Systems,2010,31(3).
Authors:HE Ming  MA Guo-liang  SUN Li-feng  DU Yong-ping
Affiliation:HE Ming1,MA Guo-liang2,SUN Li-feng2,DU Yong-ping11(College of Computer Science,Beijing University of Technology,Beijing 100124,China)2(Department of Computer Science , Technology,Tsinghua University,Being 100044,China)
Abstract:Ant colony algorithm is a novel simulated evolutionary algorithm which shows many promising characters and it is numerous applied to optimization computation.Rough set theory is a new mathematical tool for intelligent data analysis and data mining,the main advantage of which is it doesn't require any prior or additional knowledge about the data.The algorithm in this paper is based on the combination of rough set theory and ant colony algorithm for mining classification rules.The method is studied in tow aspects:decision rules acquisition and optimization.It constructs knowledge theory based on rough set denotation and measure according to coefficients of decision rule and decision table.First,it adopts rough set theory to attribute reduction.Second,it makes use of the ant colony algorithm to acquisitive rules.Finally,it develops enough advantage of the tow methods.Experimental results show that the algorithm can discover better classification rule with better predictive accuracy and simpler rule form.
Keywords:rough set  ant colony algorithm  attribute reduction  core
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