JOURNAL ARTICLE

Scalable near-lossless image coding

Charith Abhayaratne

Year: 2006 Journal:   Journal of Electronic Imaging Vol: 15 (4)Pages: 043008-043008   Publisher: SPIE

Abstract

This paper is a revision of a paper presented at the SPIE conference on Visual Communications and Image Processing 2003, Jul. 2003, Lugano, Switzerland. The paper presented there appears (unrefereed) in SPIE proceedings Vol. 5150. In near-lossless image coding, each reconstructed pixel of the decoded image differs from the corresponding one in the original image by not more than a prespecified value. Such schemes are mainly based on predictive coding techniques, which are not capable of quality or resolution-wise scalable decoding. Lossless image coding with scalable decoding is mainly based on transforms that map integers to integers using lifting factorization. In this work, the near-lossless quantization is incorporated into lifting to develop a wavelet-based near-lossless image coding scheme that supports scalability. The proposed technique, which performs online quantization, eliminates the inefficiencies of prequantization-based near-lossless coding and the difficulty in wavelet domain near-lossless quantizing. Two online near-lossless quantization techniques based on 1-D and 2-D transforms are presented. The algorithms outperform the prequantization-based near-lossless image coding in both bit rate and root mean square (rms) error performances, resulting in both subjectively and objectively superior performance in scalable decoding. The 2-D online scheme results in comparable performance with JPEG-LS, which is a nonscalable coding technique. Using these novel schemes enables scalable decoding of near-lossless coded images at the expense of a small increase in bit rates compared to those achieved using JPEG-LS.

Keywords:
Lossless compression Image compression Computer science Decoding methods Quantization (signal processing) Entropy encoding Lossless JPEG Context-adaptive binary arithmetic coding JPEG 2000 Algorithm Data compression Lossy compression Computer vision Artificial intelligence Tunstall coding Image processing Image (mathematics)

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24
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0.17
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Citation History

Topics

Advanced Data Compression Techniques
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition
Image and Signal Denoising Methods
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition
Advanced Image Processing Techniques
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition

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