2005Unpublished venueRequires access

High-rate serially concatenated codes using hamming codes

M. Isaka

Open publisher page 5 citations

Abstract

This paper studies (very) high-rate serially concatenated codes employing rate-1 recursive convolutional encoders and Hamming codes. We show that these codes exhibit capacity-approaching performance by the EXIT chart analysis and simulations, and that they outperform many known codes of similar parameters with respect to error rates. The serially concatenated codes can be decoded with (relatively) low complexity, and have large flexibility in code lengths and code rates.

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What this paper is about

This paper studies (very) high-rate serially concatenated codes employing rate-1 recursive convolutional encoders and Hamming codes. We show that these codes exhibit capacity-approaching performance by the EXIT chart analysis and simulations, and that they outperform many known codes of similar parameters with respect to error rates. The serially concatenated codes can be decoded with (relatively) low complexity, and have large flexibility in code lengths and code rates.

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Available abstract

This paper studies (very) high-rate serially concatenated codes employing rate-1 recursive convolutional encoders and Hamming codes. We show that these codes exhibit capacity-approaching performance by the EXIT chart analysis and simulations, and that they outperform many known codes of similar parameters with respect to error rates. The serially concatenated codes can be decoded with (relatively) low complexity, and have large flexibility in code lengths and code rates.

Key concepts: Concatenated error correction code, Hamming code, Turbo code, Serial concatenated convolutional codes, Convolutional code, Linear code, Computer science, Block code

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