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This paper studies the fundamental limits of the minimum average length of variable-length compression when a nonzero error probability ε is tolerated.
Feb 4, 2014 · This paper studies the fundamental limits of the minimum average length of lossless and lossy variable-length compression, allowing a nonzero error probability.
Abstract—This paper studies the fundamental limits of the minimum average length of variable-length compression when a nonzero error probability e is ...
Abstract—This paper studies the fundamental limits of the minimum average length of lossless and lossy variable-length compression, allowing a nonzero error ...
This paper studies the fundamental limits of the minimum average length of lossless and lossy variable-length compression, allowing a nonzero error ...
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This paper studies the fundamental limits of the minimum average length of lossless and lossy variable-length compression, allowing a nonzero error ...
Jul 10, 2020 · This study investigates the fundamental limits of variable-length compression in which prefix-free constraints are not imposed.
Non-asymptotic bounds on the minimum average length of variable-length compression in terms of Erokhin's rate-distortion function are given and a Gaussian ...
Dec 27, 2014 · This paper studies the fundamental limits of the minimum average length of lossless and lossy variable-length compression, allowing a ...
Variable-length codes can allow sources to be compressed and decompressed with zero error (lossless data compression) and still be read back symbol by symbol.