Coding For Compression Of Low-Entropy Data
Pen-Shu Yeh
Abstract
Pen-Shu Yeh
Abstract
Improved method of encoding digital data provides for efficient lossless compression of partially or even mostly redundant data from low-information-content source. Method of coding implemented in relatively simple, high-speed arithmetic and logic circuits. Also increases coding efficiency beyond that of established Huffman coding method in that average number of bits per code symbol can be less than 1, which is the lower bound for Huffman code.
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Improved method of encoding digital data provides for efficient lossless compression of partially or even mostly redundant data from low-information-content source. Method of coding implemented in relatively simple, high-speed arithmetic and logic circuits. Also increases coding efficiency beyond that of established Huffman coding method in that average number of bits per code symbol can be less than 1, which is the lower bound for Huffman code.
Key concepts: Huffman coding, Tunstall coding, Arithmetic coding, Shannon–Fano coding, Variable-length code, Entropy encoding, Context-adaptive binary arithmetic coding, Lossless compression