Local logical disjunction double-quantitative rough sets

Volume: 500, Pages: 87 - 112
Published: Oct 1, 2019
Abstract
Local rough sets as a generalization of classical rough sets not only inherit the advantages of classical rough sets which can handle imprecise, fuzzy and uncertain data, but also break through the limitation of classical rough sets requiring large amount of labeled data. The existing researches on local rough sets mainly use the relative quantitative information between a target concept and equivalence classes of those objects contained in the...
Paper Details
Title
Local logical disjunction double-quantitative rough sets
Published Date
Oct 1, 2019
Volume
500
Pages
87 - 112
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