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Transactions: WSEAS TRANSACTIONS ON MATHEMATICS
Transactions ID Number: 42-423
Full Name: saeed ghasrodashti
Position: Research Director
Age: ON
Sex: Male
Address: iran
Country: IRAN
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E-mail address: saeed_ghasr@math.com
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Title of the Paper: CANONIC HUFFMAN CODE
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Number of paper pages: 12
Abstract: defined canonic code: prefix codes are by the Huffman algorithm Are not made, but the same mean ( âˆ'ô€Œô€¬µô€ˆô€¯œ ô€µŒô€ˆ ) with code Huffman coding algorithm are made by. This paper, using Huffman algorithm, introduced a new code Is the codes are a series of feature. Including the code can be decode be faster and it pointed to the Huffman codes. This paper To review these codes, how to produce, it pays to decode. In this paper is proof that 3, 4 and 5 corresponding symbol code length Huffman is not available canonic code, and after 6 symbol code length available. Is also a symbol of 6 after available canonic code. A tree that has a canonic code Symmetry that is defined in this paper.
Keywords: algorithm, Huffman â€" Huffman canonic code - the length code - tree â€" symmetry
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