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Hyperspectral Data Compression Using Spatial-Spectral Lossless Coding Technique
Ayman Mahmoud Ahmed, Salwa ElRamly, Mohamed El Sharkawy
Pages - 467 - 477     |    Revised - 15-11-2012     |    Published - 31-12-2012
Volume - 6   Issue - 6    |    Publication Date - December 2012  Table of Contents
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KEYWORDS
Hyperspectral Compression, Band Regrouping, Edge Detection, Spectral correlation Matrix
ABSTRACT
Hyperspectral imaging is widely used in many applications; especially in vegetation, climate changes, and desert studies. Such kind of imaging has a huge amount of data, which requires transmission, processing, and storage resources especially for space borne imaging. Compression of hyperspectral data cubes is an effective solution for these problems. Lossless compression of the hyperspectral data usually results in low compression ratio, which may not meet the available resources; on the other hand, lossy compression may give the desired ratio, but with a significant degradation effect on object identification performance of the hyperspectral data. Moreover, most hyperspectral data compression techniques exploits the similarities in spectral dimensions; which requires bands reordering or regrouping, to make use of the spectral redundancy. In this paper, we analyze the spectral cross correlation between bands for Hyperion hyperspectral data; spectral cross correlation matrix is calculated, assessing the strength of the spectral matrix, and finally, we propose new technique to find highly correlated groups of bands in the hyperspectral data cube based on "inter band correlation square", from the resultant groups of bands we propose a new predictor that can predict efficiently the whole bands within data cube based on weighted combination of spectral and spatial prediction, the results are evaluated versus other state of the art predictor for lossless compression.
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Mr. Ayman Mahmoud Ahmed
National Authority for remote sensing and space science - Egypt
a_ymn2002@yahoo.com
Professor Salwa ElRamly
Ain-Shams University - Egypt
Professor Mohamed El Sharkawy
- Egypt