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Clustering belief functions based on attracting and conflicting metalevel evidence using Potts spin mean field theory

机译:使用Potts自旋均值场理论基于吸引和冲突的元层次证据对信念函数进行聚类

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摘要

In this paper we develop a Potts spin neural clustering method for clustering belief functions based on attracting and conflicting metalevel evidence. Such clustering is useful when the belief functions concern multiple events, and all belief functions are mixed up. The clustering process is used as the means for separating the belief functions into clusters that should be handled independently. A measure for the adequacy of a partitioning of all belief functions is derived and mapped onto the neural network in order to obtain fast clustering. A comparison of classification error rate between using conflicting metalevel evidence only and both conflicting and attracting metalevel evidence demonstrates a significant reduction in classification error rate when using both.
机译:在本文中,我们开发了一种基于吸引和冲突的元级证据来对信念函数进行聚类的Potts自旋神经聚类方法。当信念函数涉及多个事件,并且所有信念函数混合在一起时,这种聚类非常有用。聚类过程用作将置信函数分为应独立处理的聚类的方法。得出所有置信函数分区是否足够的度量,并将其映射到神经网络上以获得快速聚类。仅使用冲突的元级别证据与同时使用冲突和吸引元级别证据之间的分类错误率的比较表明,使用这两种方法时,分类错误率显着降低。

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