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Handling Multimodal Information Fusion with Missing Observations Using the Neutral Point Substitution Method

机译:使用中性点替换方法处理带有缺失观测值的多峰信息融合

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摘要

We have previously introduced, in purely theoretical terms, the notion of neutral point substitution for missing kernel data in multi-modal problems. In particular, it was demonstrated that when modalities are maximally disjoint, the method is precisely equivalent to the Sum rule decision scheme. As well as forging an intriguing analogy between mul-tikernel and decision-combination methods, this finding means that the neutral-point method should exhibit a degree of resilience to class misat-tribution within the individual classifiers through the relative cancelling of combined estimation errors (if sufficiently decorrelated).rnHowever, the case of completely disjoint modalities is unrepresentative of the general missing data problem. We here set out to experimentally test the notion of neutral point substitution in a realistic experimental scenario with partially-disjoint data to establish the practical application of the method. The tested data consists in multimodal Biometric measurements of individuals in which the missing-modality problem is endemic. We hence test a SVM classifier under both the modal decision fusion and neutral point-substitution paradigms, and find that, while error cancellation is indeed apparent, the genuinely multimodal approach enabled by the neutral-point method is superior by a significant factor.
机译:以前,我们纯粹是从理论上引入多模态问题中缺失核数据的中性点替换概念。特别地,证明了当模态最大不相交时,该方法精确地等同于求和规则决策方案。除了在多重方法和决策组合方法之间建立一个有趣的类比外,这一发现还意味着中性点方法应通过相对消除组合估计误差来显示各个分类器中分类失误的一定程度的弹性(但是,完全不相交的模式并不能代表一般的数据丢失问题。我们在这里着手在部分不相交的数据的实际实验场景中实验性地测试中性点替换的概念,以建立该方法的实际应用。测试的数据包括对个体的多模式生物特征测量,其中缺失模式问题是地方性的。因此,我们在模态决策融合和中性点替换范式下测试了SVM分类器,发现虽然误差消除的确很明显,但由中性点方法实现的真正的多模态方法在很大程度上具有优势。

著录项

  • 来源
    《Multiple classifier systems》|2009年|161-170|共10页
  • 会议地点 Reykjavik(IS);Reykjavik(IS)
  • 作者单位

    CVSSP, University of Surrey, The Stag Hill, Guildford, GU2 7XH, UK;

    CVSSP, University of Surrey, The Stag Hill, Guildford, GU2 7XH, UK;

    Computing Center of the Russian Academy of Sciences, Vavilov St. 40, Moscow, 119991, Russia;

    Computing Center of the Russian Academy of Sciences, Vavilov St. 40, Moscow, 119991, Russia;

    Computing Center of the Russian Academy of Sciences, Vavilov St. 40, Moscow, 119991, Russia;

  • 会议组织
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 TP274.3;
  • 关键词

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