• Title of article

    A novel multi-view learning developed from single-view patterns

  • Author/Authors

    Wang، نويسنده , , Zhe-Hao Chen، نويسنده , , Songcan and Gao، نويسنده , , Daqi، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2011
  • Pages
    19
  • From page
    2395
  • To page
    2413
  • Abstract
    The existing multi-view learning (MVL) learns how to process patterns with multiple information sources. In generalization this MVL is proven to have a significant advantage over the usual single-view learning (SVL). However, in most real-world cases we only have single source patterns to which the existing MVL is unable to be directly applied. This paper aims to develop a new MVL technique for single source patterns. To this end, we first reshape the original vector representation of single source patterns into multiple matrix representations. In doing so, we can change the original architecture of a given base classifier into different sub-ones. Each newly generated sub-classifier can classify the patterns represented with the matrix. Here each sub-classifier is taken as one view of the original base classifier. As a result, a set of sub-classifiers with different views are come into being. Then, one joint rather than separated learning process for the multi-view sub-classifiers is developed. In practice, the original base classifier employs the vector-pattern-oriented Ho–Kashyap classifier with regularization learning (called MHKS) as a paradigm which is not limited to MHKS. Thus, the proposed joint multi-view learning is named as MultiV-MHKS. Finally, the feasibility and effectiveness of the proposed MultiV-MHKS is demonstrated by the experimental results on benchmark data sets. More importantly, we have demonstrated that the proposed multi-view approach generally has a tighter generalization risk bound than its single-view one in terms of the Rademacher complexity analysis.
  • Keywords
    Pattern recognition , Regularization learning , Multi-view learning , Classifier design , Ensemble Learning , Ho–Kashyap classifier , Rademacher complexity
  • Journal title
    PATTERN RECOGNITION
  • Serial Year
    2011
  • Journal title
    PATTERN RECOGNITION
  • Record number

    1736811