An Upper Limit of AC Huffman Code Length in JPEG Compression
Horie, Kenichi
Information Theory
Computational Complexity
Computational Engineering, Finance, and Science
Computer Vision and Pattern Recognition
الأصل · EN
A strategy for computing upper code-length limits of AC Huffman codes for an 8x8 block in JPEG Baseline coding is developed. The method is based on a geometric interpretation of the DCT, and the calculated limits are as close as 14% to the maximum code-lengths. The proposed strategy can be adapted to other transform coding methods, e.g., MPEG 2 and 4 video compressions, to calculate close upper code length limits for the respective processing blocks.
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