2008Kongzhi yu jueceRequires access

Algorithms based on general discernibility matrix for computation of a core and attribute reduction

Ping Yang

Open publisher page 3 citations

Abstract

Attributes reduction is one of important parts researched in rough set theory.Therefore,in this paper,after proposing a concept of general discernibility matrix,both computation of a core and attribute reduction algorithms based on general discernibility matrix are introduced.The newly proposed framework can effectively avoid discretizing the continuous-valued attributes and be easily incorporated into other machine learning methods.Theoretical analysis shows the effectiveness of the algorithm.

About this research paper

What this paper is about

Attributes reduction is one of important parts researched in rough set theory.Therefore,in this paper,after proposing a concept of general discernibility matrix,both computation of a core and attribute reduction algorithms based on general discernibility matrix are introduced.The newly proposed framework can effectively avoid discretizing the continuous-valued attributes and be easily incorporated into other machine learning methods.Theoretical analysis shows the effectiveness of the algorithm.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Attributes reduction is one of important parts researched in rough set theory.Therefore,in this paper,after proposing a concept of general discernibility matrix,both computation of a core and attribute reduction algorithms based on general discernibility matrix are introduced.The newly proposed framework can effectively avoid discretizing the continuous-valued attributes and be easily incorporated into other machine learning methods.Theoretical analysis shows the effectiveness of the algorithm.

Key concepts: Rough set, Reduction (mathematics), Computation, Matrix (chemical analysis), Core (optical fiber), Discretization, Set (abstract data type), Computer science

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