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  • https://doi.org/10.1007/978-981-13-5841-8_66Copy DOI Icon

Extension of Sample Dimension and Sparse Representation Based Classification of Low-Dimension Data

  • Jan 1, 2019
  • Qian Wang +3 more
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Abstract

As we know, sparse representation methods can achieve high accuracy for classification of high-dimensional data. However, they usually show poor performance in performing classification of low-dimensional data. In this paper, the increase of the sample dimension for sparse representation is studied and surprising accuracy improvement is obtained. The paper has the following main value. First, the designed method obtains promising results for classification of low-dimensional data and is very useful for widening the applicability of sparse representation. The accuracy of the designed method may be 10% higher than that of sparse representation based on original samples. To our knowledge, no similar work is available. Second, the designed method is simple and has a low computational cost. Extensive experiments are conducted and the experimental results also show that the designed method can be applied to improve other methods too.

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