An Approximate Attribute Reduction of Rough Set and Its Algorithm
Shen Jin-biao, LV Yue-jin, Duo-xiu Tao
Abstract
Shen Jin-biao, LV Yue-jin, Duo-xiu Tao
Abstract
In view of the deficiencies of attribute reduction in classic rough set, On condition that knowledge classification ability remains basically unchanged, this paper renders a new definition of the approximate attribute reduction of rough set and discuss its nature and algorithms. Theory proves that approximate attribute reduction is an extension of the traditional attribute reduction. Finally, a concrete example demonstrates the feasibility and effectiveness of approximate attribute reduction dealing with ambiguity and uncertainty of knowledge in information systems.
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In view of the deficiencies of attribute reduction in classic rough set, On condition that knowledge classification ability remains basically unchanged, this paper renders a new definition of the approximate attribute reduction of rough set and discuss its nature and algorithms. Theory proves that approximate attribute reduction is an extension of the traditional attribute reduction. Finally, a concrete example demonstrates the feasibility and effectiveness of approximate attribute reduction dealing with ambiguity and uncertainty of knowledge in information systems.
Key concepts: Rough set, Reduction (mathematics), Attribute domain, Extension (predicate logic), Ambiguity, Computer science, Set (abstract data type), Data mining