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An affine invariant hyperspectral texture descriptor based upon heavy-tailed distributions and fourier analysis

conference contribution
posted on 2009-01-01, 00:00 authored by P Khuwuthyakorn, Antonio Robles-KellyAntonio Robles-Kelly, J Zhou
In this paper, we address the problem of recovering a hyperspectral texture descriptor. We do this by viewing the wavelength-indexed bands corresponding to the texture in the image as those arising from a stochastic process whose statistics can be captured making use of the relationships between moment generating functions and Fourier kernels. In this manner, we can interpret the probability distribution of the hyperspectral texture as a heavy-tailed one which can be rendered invariant to affine geometric transformations on the texture plane making use of the spectral power of its Fourier cosine transform. We do this by recovering the affine geometric distortion matrices corresponding to the probability density function for the texture under study. This treatment permits the development of a robust descriptor which has a high information compaction property and can capture the space and wavelength correlation for the spectra in the hyperspectral images. We illustrate the utility of our descriptor for purposes of recognition and provide results on real-world dataseis. We also compare our results to those yielded by a number of alternatives. © 2009 IEEE.



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Publication classification

E1.1 Full written paper - refereed

Title of proceedings

2009 IEEE Computer Society Conference on Computer Vision and Pattern Recognition Workshops, CVPR Workshops 2009

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