Author(s)

Rajesh Agrawal¹, Narendra Bawane²

¹Department of Electronics, GHRC, Nagpur, India.
²RTM University, Nagpur, India.

Supervised classification of hyperspectral images is a challenging task because of the higher dimensionality of a pixel signature. The conventional classifiers require large training data set; however, practically limited numbers of labeled pixels are available due to complexity and cost involved in sample collection. It is essential to have a method that can reduce such higher dimensional data into lower dimensional feature space without the loss of useful information. For classification purpose, it will be useful if such a method takes into account the nature of the underlying signal when extracting lower dimensional feature vector. The lifting framework provides the required flexibility. This article proposes the adaptive lifting wavelet transform to extract the lower dimensional feature vectors for the classification of hyperspectral signatures. The proposed adaptive update step allows the decomposition filter to adapt to the input signal so as to retain the desired characteristics of the signal. A three-layer feed forward neural network is used as a supervised classifier to classify the extracted features. The effectiveness of the proposed method is tested on two hyperspectral data sets (HYDICE & ROSIS sensors). The performance of the proposed method is compared with first generation discrete wavelet transform (DWT) based feature extraction method and previous studies that use the same data. The indices used for measuring performance are overall classification accuracy and Kappa value. The experimental results show that the proposed adaptive lifting scheme (ALS) has excellent results with a small size training set.

Adaptive Lifting Scheme, Pattern Classification, Hyperspectral Image, Feature Extraction, Neural Network

Agrawal, R. and Bawane, N. (2015) Adaptive Lifting Transform for Classification of Hyperspectral Signatures. Advances in Remote Sensing, 4, 138-146. doi: 10.4236/ars.2015.42012.