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An information fusion approach by combining multigranulation rough sets and evidence theory

机译:结合多粒度粗糙集和证据理论的信息融合方法

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Multigranulation rough set (MGRS) theory provides two kinds of qualitative combination rules that are generated by optimistic and pessimistic multigranulation fusion functions. They are used to aggregate multiple granular structures from a set theoretic standpoint. However, the two combination rules seem to lack robustness because one is too relaxed and the other too restrictive to solve some practical problems. Dempster's combination rule in the evidence theory has been employed to aggregate information coming from multiple sources. However, it fails to deal with conflict evidence. To overcome these limitations, we focus on the combination of granular structures with both reliability and conflict from multiple sources, which has been a challenging task in the field of granular computing. We first address the connection between multigranulation rough set theory and the evidence theory. Then, a two-grade fusion approach involved in the evidence theory and multigranulation rough set theory is proposed, which is based on a well-defined distance function among granulation structures. Finally, an illustrative example is given to show the effectiveness of the proposed fusion method. The results of this study will be useful for pooling the uncertain data from different sources and significant for establishing a new direction of granular computing. (C) 2015 Elsevier Inc. All rights reserved.
机译:多粒度粗糙集(MGRS)理论提供了两种由乐观和悲观的多粒度融合函数生成的定性组合规则。从设定的理论角度来看,它们用于聚合多个粒度结构。但是,这两个组合规则似乎缺乏鲁棒性,因为一个规则太宽松而另一个约束太有限,无法解决一些实际问题。证据理论中的Dempster组合规则已用于汇总来自多个来源的信息。但是,它无法处理冲突证据。为了克服这些限制,我们将重点放在具有多种来源的可靠性和冲突性的粒状结构的组合上,这在粒状计算领域一直是一项艰巨的任务。我们首先解决多粒度粗糙集理论与证据理论之间的联系。然后,提出了一种基于颗粒结构间明确定义的距离函数的证据融合理论和多颗粒粗糙集理论的二级融合方法。最后,给出了一个说明性的例子来说明所提出的融合方法的有效性。这项研究的结果将有助于汇集来自不同来源的不确定数据,并对于建立粒度计算的新方向具有重要意义。 (C)2015 Elsevier Inc.保留所有权利。

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