JOURNAL ARTICLE

<title>Rate-distortion-based scalable progressive image coding</title>

W.K. CareyLeslie A. Von PischkeS.S. Hemami

Year: 1998 Journal:   Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE Vol: 3456 Pages: 197-208   Publisher: SPIE

Abstract

The emergence of distributed, heterogeneous media such as the Internet has established the practical importance of progressive image transmission, in which an image is transmitted in such a way as to admit coarse rendering and recognition at the decoder as early as possible in the bitstream. This paper presents a wavelet-based progressive image transmission algorithm that attempts to achieve several goals not addressed by other image compression algorithms in the literature. First, the algorithm evaluates the tradeoff between rate and distortion as a criterion for selecting wavelet coefficients for transmission. The distortion metric is not limited to mean squared error; the algorithm provides a framework for investigating any distortion function including psychovisual and segmentation-based distortion metrics. Second, it provides a high degree of spatial scalability by sending coarser resolution information earlier in the bitstream than detail information and does not waste bits by refining high frequency subbands early. Finally, the algorithm is computationally asymmetric, pairing a very fast decoder with an encoder that can be as computationally intensive as required. The performance of the algorithm is comparable with current coders at low bitrates.

Keywords: progressive image coding, scalable image coding, wavelets, deterministic rate-distortio

Keywords:
Bitstream Computer science Encoder Set partitioning in hierarchical trees Image compression Wavelet Algorithm Rate–distortion theory Scalability Artificial intelligence JPEG 2000 Data compression Computer vision Theoretical computer science Decoding methods Image (mathematics) Image processing

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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
Image Processing Techniques and Applications
Physical Sciences →  Engineering →  Media Technology

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