Multigranulation Supertrust Model for Attribute Reduction

Weiping Ding

doi:10.1109/TFUZZ.2020.2975152

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Multigranulation Supertrust Model for Attribute Reduction

2021-06-01

DOI：10.1109/TFUZZ.2020.2975152

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Abstract

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As big data often contains a significant amount of uncertain, unstructured, and imprecise data that are structurally complex and incomplete, traditional attribute reduction methods are less effective when applied to large-scale incomplete information systems to extract knowledge. Multigranular computing provides a powerful tool for use in big data analysis conducted at different levels of information granularity. In this article, we present a novel multigranulation supertrust fuzzy-rough set-based attribute reduction (MSFAR) algorithm to support the formation of hierarchies of information granules of higher types and higher orders, which addresses newly emerging data mining problems in big data analysis. First, a multigranulation supertrust model based on the valued tolerance relation is constructed to identify the fuzzy similarity of the changing knowledge granularity with multimodality attributes. Second, an ensemble consensus compensatory scheme was adopted to calculate the multigranular trust degree based on the reputation at different granularities to create reasonable subproblems with different granulation levels. Third, an equilibrium method of multigranular coevolution is employed to ensure a wide range of balancing of exploration and exploitation, and this strategy can classify super elitists' preferences and detect noncooperative behaviors with a global convergence ability and high search accuracy. The experimental results demonstrate that the MSFAR algorithm achieves a high performance in addressing uncertain and fuzzy attribute reduction problems with a large number of multigranularity variables.

Keywords:

Big Data

Fuzzy sets

Rough sets

Data models

Feature extraction

Uncertainty

Ensemble consensus compensatory scheme

fuzzy-rough attribute reduction

multigranulation supertrust model

valued tolerance relation

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