Degree Dominance Set-valued Relation-based RSM in Intuitionistic Fuzzy Decision Tables

Bing Huang, Huaxiong Li, Da-kuan Wei
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引用次数: 2

Abstract

By introducing a degree dominance relation to dominance set-valued intuitionistic fuzzy decision tables, we establish a degree dominance set-valued rough set model (RSM), which is mainly based on replacing the indiscernibility relation in classical rough set theory with the degree dominance set valued relation. To simplify knowledge representation and extract some nontrivial simpler degree dominance set-valued intuitionistic fuzzy decision rules, we propose two attribute reductions of the degree dominance set-valued intuitionistic fuzzy decision tables that eliminate the redundant condition attributes that are not essential from the viewpoint of degree dominance set-valued intuitionistic fuzzy decision rules. These results will be helpful for decision-making analysis in dominance set-valued intuitionistic fuzzy decision tables.
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直觉模糊决策表中基于度优势集值关系的RSM
通过在优势集值直觉模糊决策表中引入程度优势关系,建立了以程度优势集值关系代替经典粗糙集理论中的不可分辨关系的程度优势集值粗糙集模型(RSM)。为了简化知识表示,提取出一些更简单的程度优势集值直觉模糊决策规则,提出了两种程度优势集值直觉模糊决策表的属性约简,消除了从程度优势集值直觉模糊决策规则的角度看不重要的冗余条件属性。这些结果将有助于优势集值直觉模糊决策表的决策分析。
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