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2D-Pattern Matching Image and Video Compression: Theory, Algorithms, and Experiments

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KWY is a Computer Scientist, Algorithm Analysis and Design Expert, Bioinformatics Expert, Information Theory, Multimedia Compression Consultant, Computer Systems and Computer Communication Networks Consultant with world-class expertise in analysis and design of algorithms, bioinformatics, information theory, multimedia compression, random structures, performance evaluation, analytic combinatorics, discrete mathematics, pattern matching, stability problems in distributed systems, modeling of computer systems and computer communication networks, queueing theory, and operations research

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Abstract
In this paper, we propose a lossy data compression framework based on an approximate two-dimensional (2D) pattern matching (2D-PMC) extension of the Lempel–Ziv lossless scheme. This framework forms the basis upon which higher level schemes relying on differential coding, frequency domain techniques, prediction, and other methods can be built. We apply our pattern matching framework to image and video compression and report on theoretical and experimental results. Theoretically, we show that the fixed database model used for video compression leads to suboptimal but computationally efficient performance. The compression ratio of this model is shown to tend to the generalized entropy. For image compression, we use a growing database model for which we provide an approximate analysis. The implementation of 2D-PMC is a challenging problem from the algorithmic point of view. We use a range of techniques and data structures such as -d trees, generalized run length coding, adaptive arithmetic coding, and variable and adaptive maximum distortion level to achieve good compression ratios at high compression speeds.We demonstrate bit rates in the range of 0.25–0.5 bpp for high-quality images and data rates in the range of 0.15–0.5 Mbps for a baseline video compression scheme that does not use any prediction or interpolation. We also demonstrate that this asymmetric compression scheme is capable of extremely fast decompression making it particularly suitable for networked multimedia applications.

Index Terms - Approximate pattern matching, arithmetic coding, generalized run-length coding, generalized Shannon entropy, -d trees, Lempel–Ziv schemes, multimedia compression, rate distortion.

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Read other articles by this KKAI Associate:

A Framework for Self Manipulating Video Streams

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Error Resilient LZ'77 Data Compression: Algorithms, Analysis, and Experiments

Computer Scientist, Algorithm Analysis and Design Expert, Bioinformatics Expert, Information Theory, Multimedia Compression Consultant, Computer Systems and Computer Communication Networks Consultant, analysis and design of algorithms, bioinformatics, information theory, multimedia compression, random structures, performance evaluation, analytic combinatorics, discrete mathematics, pattern matching, stability problems in distributed systems, modeling of computer systems and computer communication networks, queueing theory, and operations research
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