A Novel Block-Based Scheme for Arithmetic Coding

It is well-known that for a given sequence, its optimal codeword length is fixed. Many coding schemes have been proposed to make the codeword length as close to the optimal value as possible. In this paper, a new block-based coding scheme operating on the subsequences of a source sequence is propose...

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Vydáno v:Entropy (Basel, Switzerland) Ročník 16; číslo 6; s. 3315 - 3328
Hlavní autoři: Hou, Qi-Bin, Fu, Chong
Médium: Journal Article
Jazyk:angličtina
Vydáno: Basel MDPI AG 01.06.2014
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ISSN:1099-4300, 1099-4300
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Abstract It is well-known that for a given sequence, its optimal codeword length is fixed. Many coding schemes have been proposed to make the codeword length as close to the optimal value as possible. In this paper, a new block-based coding scheme operating on the subsequences of a source sequence is proposed. It is proved that the optimal codeword lengths of the subsequences are not larger than that of the given sequence. Experimental results using arithmetic coding will be presented.
AbstractList It is well-known that for a given sequence, its optimal codeword length is fixed. Many coding schemes have been proposed to make the codeword length as close to the optimal value as possible. In this paper, a new block-based coding scheme operating on the subsequences of a source sequence is proposed. It is proved that the optimal codeword lengths of the subsequences are not larger than that of the given sequence. Experimental results using arithmetic coding will be presented.
Author Hou, Qi-Bin
Fu, Chong
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SubjectTerms Arithmetic coding
block-based coding
Blocking
Coding
Entropy
information entropy
Optimization
partition
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