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Granular variable precision L-fuzzy rough sets based on residuated lattices

机译:基于残差格的粒度可变精度L-模糊粗糙集

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Firstly, as for the beginning of this paper, we introduce the granular variable precision L-fuzzy rough sets based on residuated lattices with arbitrary L-fuzzy relations. And then, the equivalent expressions for the lower and upper approximation operators are given with L-fuzzy implications and L-fuzzy coimplications on arbitrary L-fuzzy relations, which can calculate the lower and upper approximation operators efficiently. Finally, some basic properties of the granular variable precision L-fuzzy rough sets on residuated lattices are investigated and the conclusions on the granular variable precision fuzzy rough sets are generalized into the situations of the truth values set becoming residuated lattices. (c) 2016 Elsevier B.V. All rights reserved.
机译:首先,关于本文的开头,我们介绍了基于具有任意L-模糊关系的剩余格的粒度可变精度L-模糊粗糙集。然后,给出了上下近似算子的等价表达式,对任意L-模糊关系给出了L-模糊蕴涵和L-模糊共蕴,可以有效地计算出上下近似算子。最后,研究了残差格上的变精度L-模糊粗糙集的一些基本性质,并把真值集变为残差格的情况,归纳了变精度模糊粗糙集的结论。 (c)2016 Elsevier B.V.保留所有权利。

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