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The mean length achieved by the arithmetic encoder is l ̄ = 1.
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A three stage pipelined architecture for the Arithmetic Encoder is used to speed up the encoding.
Besides, it uses a large number of contexts for the arithmetic encoder.
In fact, the arithmetic encoder terminated each input sequence with an End-of-Block (EoB) symbol.
In all the experiments, the residual redundancy at the output of the arithmetic encoder will be considered as a coding rate R ac.
Each packet is, then, compressed using the arithmetic encoder and the resulting binary stream b = (b1,..., b l ) is transmitted over an AWGN channel.
An arithmetic encoder encodes the source symbol sequences.
Each packet is encoded by a static arithmetic encoder.
The mean length achieved by a static arithmetic encoder is l ̄ = 0.87 bits per symbol inducing a coding rate R ac = 0.93.
Finally, in the second stage, subbands are encoded from the LL L N subband to the first-level wavelet subbands and symbols computed in the first stage are entropy coded by means of an arithmetic encoder.
If the source has M alphabet, so this method just adds M multiplication and 1 additional operation to the complexity of conventional arithmetic encoder.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com