By H. Kober

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Additional info for Dictionary of Conformal Representations [math]

Example text

The result is five groups as follows: W1 to W2 :00000, 11111, W3 to W10 :00001, 00011, 00111, 01111, 11110, 11100, 11000, 10000, W11 to W22 :00010, 00100, 01000, 00110, 01100, 01110, 11101, 11011, 10111, 11001, 10011, 10001, W23 to W30 :01011, 10110, 01101, 11010, 10100, 01001, 10010, 00101, W31 to W32 :01010, 10101. The method can now be described in detail. The image is scanned in raster order. For each pixel X, its neighbors A and B are located, and the table is searched for this triplet. If the triplet is found in column i, then code Wi is selected.

To get an idea of the compression ratios produced by RLE, we assume a string of N characters that needs to be compressed. We assume that the string contains M repetitions of average length L each. Each of the M repetitions is replaced by 3 characters (escape, count, and data), so the size of the compressed string is N − M × L + M × 3 = N − M (L − 3) and the compression factor is N . 01. 538. A variant of run length encoding for text is digram encoding. , just letters, digits, and punctuation. , one of the ASCII control characters).

A zero byte followed by another zero indicates end-of-line. The remainder of the current image row is filled with pixels of 00 as needed. A zero byte followed by 0116 indicates the end of the image. The remainder of the image is filled up with 00 pixels. A zero byte followed by 0216 indicates a skip to another position in the image. A 0016 0216 pair must be followed by 2 bytes indicating how many columns and rows to skip to reach the next nonzero pixel. Any pixels skipped are filled with zeros. A zero byte followed by a byte C greater than 2 indicates C raw pixels.

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Dictionary of Conformal Representations [math] by H. Kober
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