2003Journal of Hangzhou Institute of Applied EngineeringRequires access

An algorithm of discretization of continuous attributes in rough sets based on cluster

Xiang Xin-jian

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Abstract

Rough set theory is a new mathematical tool to deal with imprecise, incomplete and inconsistent data. The rough set theory can only deal with the discrete attributes. It can not deal with the continuous attributes. In order to overcome the limitation, by using the character of in size order for continuous attributes and error theory of statistics, this paper proposes an algorithm of discretization based on cluster. The result of comparison between this algorithm and some existing methods of discretization is encouraging.

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What this paper is about

Rough set theory is a new mathematical tool to deal with imprecise, incomplete and inconsistent data. The rough set theory can only deal with the discrete attributes. It can not deal with the continuous attributes. In order to overcome the limitation, by using the character of in size order for continuous attributes and error theory of statistics, this paper proposes an algorithm of discretization based on cluster. The result of comparison between this algorithm and some existing methods of discretization is encouraging.

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Available abstract

Rough set theory is a new mathematical tool to deal with imprecise, incomplete and inconsistent data. The rough set theory can only deal with the discrete attributes. It can not deal with the continuous attributes. In order to overcome the limitation, by using the character of in size order for continuous attributes and error theory of statistics, this paper proposes an algorithm of discretization based on cluster. The result of comparison between this algorithm and some existing methods of discretization is encouraging.

Key concepts: Discretization, Rough set, Discretization of continuous features, Discretization error, Set (abstract data type), Algorithm, Cluster (spacecraft), Character (mathematics)

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