Turbo code at 0.03 dB from capacity limit

J. Boutros; G. Caire; E. Viterbo; H. Sawaya; S. Vialle

doi:10.1109/ISIT.2002.1023328

Turbo code at 0.03 dB from capacity limit

J. Boutros
, G. Caire
, E. Viterbo
, H. Sawaya
, S. Vialle

Research output: Contribution to conference › Paper › peer-review

37 Citations (Scopus)

Abstract

A rate 1/3 infinite-length irregular turbo code capable of achieving an error rate at signal-to-noise ratio at a distance of 0.03 db from Shannon capacity limit was proposed. The turbo code was derived by a simple modification of the original Berrou-Glavieux code. It was found that the proposed turbo code has a limited number of irregularity classes, the initial class of degree-2 bits and only two classes of high degree bits.

Original language	English
Number of pages	1
DOIs	https://doi.org/10.1109/ISIT.2002.1023328
Publication status	Published - 1 Jan 2002
Externally published	Yes

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abstract = "A rate 1/3 infinite-length irregular turbo code capable of achieving an error rate at signal-to-noise ratio at a distance of 0.03 db from Shannon capacity limit was proposed. The turbo code was derived by a simple modification of the original Berrou-Glavieux code. It was found that the proposed turbo code has a limited number of irregularity classes, the initial class of degree-2 bits and only two classes of high degree bits.",

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N2 - A rate 1/3 infinite-length irregular turbo code capable of achieving an error rate at signal-to-noise ratio at a distance of 0.03 db from Shannon capacity limit was proposed. The turbo code was derived by a simple modification of the original Berrou-Glavieux code. It was found that the proposed turbo code has a limited number of irregularity classes, the initial class of degree-2 bits and only two classes of high degree bits.

AB - A rate 1/3 infinite-length irregular turbo code capable of achieving an error rate at signal-to-noise ratio at a distance of 0.03 db from Shannon capacity limit was proposed. The turbo code was derived by a simple modification of the original Berrou-Glavieux code. It was found that the proposed turbo code has a limited number of irregularity classes, the initial class of degree-2 bits and only two classes of high degree bits.

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M3 - Paper

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ER -

Turbo code at 0.03 dB from capacity limit

Abstract

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