2017Unpublished venueRequires access

Overflow probability of variable-length codes allowing non-vanishing error probability

Ryo Nomura, Hideki Yagi

Open publisher page 3 citations

Abstract

The variable-length coding problem allowing the error probability up to some constant is considered for general sources. In this problem, we focus on the overflow (or excess codeword length) probability We also consider another expression of our general formula so as to reveal the relationship with the optimum coding rate in the fixed-length source coding problem.

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The variable-length coding problem allowing the error probability up to some constant is considered for general sources. In this problem, we focus on the overflow (or excess codeword length) probability We also consider another expression of our general formula so as to reveal the relationship with the optimum coding rate in the fixed-length source coding problem.

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Available abstract

The variable-length coding problem allowing the error probability up to some constant is considered for general sources. In this problem, we focus on the overflow (or excess codeword length) probability We also consider another expression of our general formula so as to reveal the relationship with the optimum coding rate in the fixed-length source coding problem.

Key concepts: Probability of error, Code word, Coding (social sciences), Mathematics, Variable-length code, Variable (mathematics), Coding gain, Algorithm

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