Distortion-rate models for entropy-coded lattice vector quantization

The increasing demand for real-time applications requires the use of variable-rate quantizers having good performance in the low bit rate domain. In order to minimize the complexity of quantization, as well as maintaining a reasonably high PSNR ratio, we propose to use an entropy-coded lattice vecto...

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Veröffentlicht in:IEEE transactions on image processing 2000-12, Vol.9 (12), p.2006-2017
Hauptverfasser: Raffy, P., Antonini, M., Barlaud, M.
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container_end_page 2017
container_issue 12
container_start_page 2006
container_title IEEE transactions on image processing
container_volume 9
creator Raffy, P.
Antonini, M.
Barlaud, M.
description The increasing demand for real-time applications requires the use of variable-rate quantizers having good performance in the low bit rate domain. In order to minimize the complexity of quantization, as well as maintaining a reasonably high PSNR ratio, we propose to use an entropy-coded lattice vector quantizer (ECLVQ). These quantizers have proven to outperform the well-known EZW algorithm's performance in terms of rate-distortion tradeoff. We focus our attention on the modeling of the mean squared error (MSE) distortion and the prefix code rate for ECLVQ. First, we generalize the distortion model of Jeong and Gibson (1993) on fixed-rate cubic quantizers to lattices under a high rate assumption. Second, we derive new rate models for ECLVQ, efficient at low bit rates without any high rate assumptions. Simulation results prove the precision of our models.
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subjects Applied sciences
Bit rate
Computational complexity
Computer Science
Computer simulation
Counters
Decoding
Distortion
Exact sciences and technology
Filling
Image coding
Image Processing
Information, signal and communications theory
Lattices
Mathematical analysis
Permissible error
PSNR
Rate-distortion
Signal processing
Telecommunications and information theory
Vector quantization
Vectors (mathematics)
title Distortion-rate models for entropy-coded lattice vector quantization
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