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Information Measures of Roughness of Knowledge and Rough Sets for Incomplete Information Systems
作者姓名:LIANG Ji-ye  QU Kai-she
作者单位:LIANG Ji-ye,QU Kai-she Department of Computer Science,Shanxi University,Taiyuan 030006,China
基金项目:This work is supported by the National Young Science Foundation of China (No. 69805004)
摘    要:1 IntroductionRough set thcory, introduced by Pawlak lj, is a relatively new soft computing tool todeal with vagueness and uncertainty. It has been applied to many areas successfullylncluding machine learning, data analysis, pattern recognition, decision support, datamining, process control and predictive modeling 1--6j.Rough set theory gives a formal definition of knowlcdge and provides a series of toolsto deal with know1cdge by set a1gebra. In rough set theory, know1edge can be regarded a…


Information Measures of Roughness of Knowledge and Rough Sets for Incomplete Information Systems
LIANG Ji-ye,QU Kai-she.Information Measures of Roughness of Knowledge and Rough Sets for Incomplete Information Systems[J].Journal of Systems Science and Systems Engineering,2001,10(4).
Authors:LIANG Ji-Ye  QU Kai-she
Institution:Department of Computer Science, Shanxi University, Taiyuan 030006, China
Abstract:In this paper we address information measures of roughness of knowledge and rough sets for incomplete information systems. The definition of rough entropy of knowledge and its important properties are given. In particular, the relationship between rough entropy of knowledge and the Hartley measure of uncertainty is established. We show that rough entropy of know1edge decreases monotonously as granularity of information become smaller. This gives an information interpretation for roughness of knowledge. Based on rough entropy of knowledge and roughness of rough set. a definition of rough entropy of rough set is proposed, and we show that rough entropy of rough set decreases monotonousIy as granularity of information become smaller. This gives more accurate measure for roughness of rough set.
Keywords:rough sets  knowledgei roughness  rough entropy: incomplete information systems
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