The least statistically-dependent basis and its applications | IEEE Conference Publication | IEEE Xplore

The least statistically-dependent basis and its applications


Abstract:

Statistical independence is one of the most desirable properties of a coordinate system for representing and modeling images. In this paper we propose an algorithm to rap...Show More

Abstract:

Statistical independence is one of the most desirable properties of a coordinate system for representing and modeling images. In this paper we propose an algorithm to rapidly construct a coordinate system "closest" to the statistically independent one from a dictionary of bases such as the wavelet packets and local Fourier bases. The criterion is to minimize the sum of the coordinate-wise differential entropy and is quite different from the joint best basis (JBB) of Wickerhauser (1994). We demonstrate the use of the LSDB for image approximation and modeling, and compare its performance with Karhunen-Loeve basis (KLB) and JBB.
Date of Conference: 01-04 November 1998
Date Added to IEEE Xplore: 06 August 2002
Print ISBN:0-7803-5148-7
Print ISSN: 1058-6393
Conference Location: Pacific Grove, CA, USA

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