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Published bySergio Rowles Modified over 3 years ago

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CREATING a HUFFMAN CODE

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EVERY EGG IS GREEN E ///// V/V/ R // Y/Y/ I/I/ S/S/ N/N/ Sp /// V/V/ Y/Y/ I/I/ S/S/ N/N/ R // Sp /// G /// E /////

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2 V1V1 Y1Y1 N1N1 V1V1 Y1Y1 I1I1 S1S1 N1N1 R2R2 G3G3 Sp 3 E5E5 I1I1 S1S1 N1N1 R2R2 G3G3 E5E5 2 V1V1 Y1Y1 R2R2 G3G3 S3S3 E5E5 2 I1I1 S1S1

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N1N1 2 V1V1 Y1Y1 R2R2 G3G3 S3S3 E5E5 2 I1I1 S1S1 N1N1 2 I1I1 S1S1 3 2 V1V1 Y1Y1 R2R2 G3G3 S3S3 E5E5

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2 V1V1 Y1Y1 R2R2 4 2 E5E5 N1N1 I1I1 S1S1 G3G3 Sp 3 3 N1N1 I1I1 S1S1 3 E5E5 2 G3G3 Sp 3 2 V1V1 Y1Y1 R2R2

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2 2 E5E5 N1N1 I1I1 S1S1 G3G3 Sp 3 3 V1V1 Y1Y1 R2R2 4 G3G3 2 N1N1 I1S1 3 6 E5E5 Sp 3 2 V1Y1 R2R2 4

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G3G3 2 N1N1 I1S1 3 6 Sp 3 2 V1Y1 R2R2 4 Sp 3 2 V1Y1 R2R2 4 7 E5E5 G3G3 2 N1N1 I1S1 3 6 E5E5

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Sp 3 2 V1Y1 R2R2 4 7 E5E5 G3G3 2 N1N1 I1S1 3 6 E5E5 G3G3 2 N1N1 I1S1 3 6 11 Sp 3 2 V1Y1 R2R2 4 7

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11 E5E5 G3G3 2 N1N1 I1S1 3 6 Sp 3 2 V1Y1 R2R2 4 7 18

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6 4 G 3 I1S1 11 E5 2 N1 3 Sp3 2 V1Y1 R2 7 18 Huffman Code: E 10G 111N 1100I 11010S 11011 Sp 00V 0100Y 0101

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6 4 I1S1 11 E5 2 N1 3 Sp3 2 V1Y1 R2 7 18 EVERY EGG IS GREEN Use this Huffman tree to code the sentence: 100100100110101001011111100110101101100111 01110101100

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Huffman: EVERY EGG IS GREEN ASCII: 0100010101010110010001010101001001011001 0010000001000101010001110100011100100000 0100100101010011001000000100011101010010 010001010100010101001110

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What is the per cent of saving in space when Huffman is used instead of ASCII? ASCII: 18 characters at 1 byte each = 144 bits Huffman: 53 bits Improvement: 144-53 = 91 bits less 91/144 *100 = 62% less space used

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HUFFMAN TREES CSC 172 SPRING 2002 LECTURE 24. Prefix Codes Consider a binary trie representing a code 1 0 1 1 0 0 00 01 1011.

HUFFMAN TREES CSC 172 SPRING 2002 LECTURE 24. Prefix Codes Consider a binary trie representing a code 1 0 1 1 0 0 00 01 1011.

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