2011Unpublished venueRequires access

Channel coding theorem for the number of guesses in decoding

H. Yamamoto, Okudera Keishi

Open publisher page 6 citations

Abstract

Arikan and Merhav proved joint source-channel coding theorems for guessing decoders based on Gallager's method. But, in this paper, only channel coding is considered to derive a stronger channel coding theorem for constant composition universal codes based on the method of types. Furthermore, the coding theorem is applied to the wiretap channel coding problem.

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What this paper is about

Arikan and Merhav proved joint source-channel coding theorems for guessing decoders based on Gallager's method. But, in this paper, only channel coding is considered to derive a stronger channel coding theorem for constant composition universal codes based on the method of types. Furthermore, the coding theorem is applied to the wiretap channel coding problem.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Arikan and Merhav proved joint source-channel coding theorems for guessing decoders based on Gallager's method. But, in this paper, only channel coding is considered to derive a stronger channel coding theorem for constant composition universal codes based on the method of types. Furthermore, the coding theorem is applied to the wiretap channel coding problem.

Key concepts: Decoding methods, Variable-length code, Shannon–Fano coding, Coding (social sciences), Channel code, Tunstall coding, Channel (broadcasting), Computer science

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