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Testing Multimodal Integration Hypotheses with Application to Schizophrenia Data

机译:测试多峰积分假设及其在精神分裂症数据中的应用

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Multimodal data sets are getting more and more common. Integrating these data sets, the information from each modality can be combined to improve performance in classification problems. Fusion/integration of modalities can be done at several levels. The most appropriate fusion level is related to the conditional dependency between modalities. A varying degree of inter-modality dependency can be present across the modalities. A method for assessing the conditional dependency structure of the modalities and their relationship to intra-modality dependencies in each modality is therefore needed. The aim of the present paper is to propose a method for assessing these inter-modality dependencies. The approach is based on two permutations of an analyzed data set, each exploring different dependencies between and within modalities. The method was tested on the Kaggle MLSP 2014 Schizophrenia Classification Challenge data set which is composed of features from functional magnetic resonance imaging (MRI) and structural MRI. The results support the use of a permutation strategy for testing conditional dependencies between modalities in a multimodal classification problem.
机译:多峰数据集变得越来越普遍。整合这些数据集,可以将来自每个模态的信息进行组合,以提高分类问题的性能。模式的融合/集成可以在几个级别上完成。最合适的融合级别与模态之间的条件依赖性有关。跨模态可以存在不同程度的模态间依赖性。因此,需要一种用于评估模态的条件依赖性结构及其与每个模态中的模态内依赖性的关系的方法。本文的目的是提出一种用于评估这些模式间依赖性的方法。该方法基于已分析数据集的两个排列,每个排列探索模态之间和模态内的不同依存关系。该方法在Kaggle MLSP 2014精神分裂症分类挑战数据集上进行了测试,该数据集由功能磁共振成像(MRI)和结构MRI的特征组成。结果支持使用置换策略来测试多模式分类问题中模式之间的条件依赖性。

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