CVOct 26, 2016

Incremental Nonparametric Weighted Feature Extraction for OnlineSubspace Pattern Classification

arXiv:1610.08133v1
Originality Incremental advance
AI Analysis

This incremental method addresses the need for real-time data processing in applications where data arrives asynchronously, though it is an incremental improvement over an existing technique.

The authors tackled the problem of online subspace pattern classification by proposing an incremental version of nonparametric weighted feature extraction (INWFE), which converges to the batch method's accuracy while reducing execution time and computational complexity.

In this paper, a new online method based on nonparametric weighted feature extraction (NWFE) is proposed. NWFE was introduced to enjoy optimum characteristics of linear discriminant analysis (LDA) and nonparametric discriminant analysis (NDA) while rectifying their drawbacks. It emphasizes the points near decision boundary by putting greater weights on them and deemphasizes other points. Incremental nonparametric weighted feature extraction (INWFE) is the online version of NWFE. INWFE has advantages of NWFE method such as extracting more than L-1 features in contrast to LDA. It is independent of the class distribution and performs well in complex distributed data. The effects of outliers are reduced due to the nature of its nonparametric scatter matrix. Furthermore, it is possible to add new samples asynchronously, i.e. whenever a new sample becomes available at any given time, it can be added to the algorithm. This is useful for many real world applications since all data cannot be available in advance. This method is implemented on Gaussian and non-Gaussian multidimensional data, a number of UCI datasets and Indian Pine dataset. Results are compared with NWFE in terms of classification accuracy and execution time. For nearest neighbour classifier it shows that this technique converges to NWFE at the end of learning process. In addition, the computational complexity is reduced in comparison with NWFE in terms of execution time.

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