Copyright © 1995 Published by Elsevier Ltd.
Contributed article
Generalized boundary adaptation rule for minimizing rth power law distortion in high resolution quantization
Received 1 March 1994;
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Abstract
A new generalized unsupervised competitive learning rule is introduced for adaptive scalar quantization. The rule, called the generalized boundary adaptation rule (BARr), minimizes the rth power law distortion Dr in the high resolution case. It is shown by simulations that a fast version of BARr outperforms generalized Lloyd I in minimizing D1 (mean absolute error) and D2 (mean squared error) distortion with substantially less iterations. In addition, since BARr does not require generalized centroid estimation, as in Lloyd I, it is much simpler to implement.
Author Keywords: Unsupervised competitive learning; Adaptive scalar quantization; High resolution quantization; rth power law distortion; Lloyd-Max quantizers; Generalized Lloyd 1; Information-theoretic entropy; Boundary point estimation







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