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Concept lattices in rough set theory

IEEE Annual Meeting of the Fuzzy Information, 2004. Processing NAFIPS '04., 2004
An alternative formulation of rough set theory can be developed based on a binary relation between two universes, one is a finite set of objects and the other is a finite set of properties. Rough set approximation operators are defined with respect to the binary relation. Three concept lattices are constructed based on approximation operators. They are
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On Generalizing Rough Set Theory

2007
This paper summarizes various formulations of the standard rough set theory. It demonstrates how those formulations can be adopted to develop different generalized rough set theories. The relationships between rough set theory and other theories are discussed.
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Object Reduction in Rough Set Theory

2019
This chapter deals with object reduction in rough set theory. We introduce a concept of object reduction that reduces the number of objects as long as possible with keeping the results of attribute reduction in the original decision table.
Seiki Akama, Yasuo Kudo, Tetsuya Murai
openaire   +1 more source

Multi-source information fusion based on rough set theory: A review

Information Fusion, 2021
Pengfei Zhang, Hongmei Chen, Junbo Zhang
exaly  

Attribute reduction methods in fuzzy rough set theory: An overview, comparative experiments, and new directions

Applied Soft Computing Journal, 2021
Zhong Yuan, Hongmei Chen, Pengfei Zhang
exaly  

Myths about rough set theory

Communications of the ACM, 1998
Waldemar W. Koczkodaj   +2 more
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Rough Set Theory of Shape Perception

2007
Humans can easily recognize complex objects even if values of their attributes are imprecise and often inconsistent. It is not clear how the brain processes uncertain visual information. We have tested electrophysiological activity of the visual cortex (area V4), which is responsible for shape classifications.
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Topics in Rough Set Theory

2020
Seiki Akama, Yasuo Kudo, Tetsuya Murai
openaire   +1 more source

Information fusion in rough set theory : An overview

Information Fusion, 2019
Wei Wei, JiYe Liang
exaly  

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