1 October 2001 Hidden Markov model approach to spectral analysis for hyperspectral imagery
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Optical Engineering, 40(10), (2001). doi:10.1117/1.1404430
Abstract
The hidden Markov model (HMM) has been widely used in speech recognition where it models a speech signal as a doubly stochastic process with a hidden state process that can be observed only through a sequence of observations. We present a new application of the HMM in hyperspectral image analysis inspired by the analogy between the temporal variability of a speech signal and the spectral variability of a remote sensing image pixel vector. The idea is to model a hyperspectral spectral vector as a stochastic process where the spectral correlation and band-to-band variability are modeled by a hidden Markov process with parameters determined by the spectrum of the vector that forms a sequence of observations. With this interpretation, a new HMM- based spectral measure, referred to as the HMM information divergence (HMMID), is derived to characterize spectral properties. To evaluate the performance of this new measure, it is further compared to two commonly used spectral measures, Euclidean distance (ED) and the spectral angle mapper (SAM), and the recently proposed spectral information divergence (SID). The experimental results show that the HMMID performs better than the other three measures in characterizing spectral information at the expense of computational complexity.
Qian Du, Chein-I Chang, "Hidden Markov model approach to spectral analysis for hyperspectral imagery," Optical Engineering 40(10), (1 October 2001). http://dx.doi.org/10.1117/1.1404430
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KEYWORDS
Hyperspectral imaging

Stochastic processes

Image analysis

Signal processing

Spectral models

Optical engineering

Optical filters

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