Analysis of three-dimensional turbo codes
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  • 作者:Dhouha Kbaier Ben Ismail (1) dhouha.kbaier@telecom-bretagne.eu
    Catherine Douillard (1) catherine.douillard@telecom-bretagne.eu
    Sylvie Kerou茅dan (1) sylvie.kerouedan@telecom-bretagne.eu
  • 关键词:Turbo code &#8211 ; Iterative decoding &#8211 ; Three ; dimensional turbo code &#8211 ; 3GPP2 code &#8211 ; Convergence threshold &#8211 ; Time varying trellis
  • 刊名:Annals of Telecommunications
  • 出版年:2012
  • 出版时间:June 2012
  • 年:2012
  • 卷:67
  • 期:5-6
  • 页码:257-268
  • 全文大小:581.7 KB
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    18. Kbaier Ben Ismail D, Douillard C, Kerou茅dan S (2009) Improving 3-dimensional turbo codes using 3GPP2 interleavers, ComNet’09: 1st International Conference on Communications and Networking, Hammamet, Tunisia
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  • 作者单位:1. Institut Telecom, Telecom Bretagne, UMR CNRS 3192 Lab-STICC, Universit茅 Europ茅enne de Bretagne, Technop么le Brest iroise CS 83818, 29238 Brest Cedex 3, France
  • 刊物类别:Engineering
  • 刊物主题:Engineering, general
    Electronic and Computer Engineering
  • 出版者:Springer Paris
  • ISSN:1958-9395
文摘
Our paper presents a detailed study of the three-dimensional turbo code (3D TC). This code which combines both parallel and serial concatenation is derived from the classical TC by concatenating a rate-1 post-encoder at its output. The 3D TC provides very low error rates for a wide range of block lengths and coding rates, at the expense of an increase in complexity and a loss in convergence. This paper deals with the performance improvement of the 3D TC. First, we optimize the distance spectrum of the 3D TC by means of the adoption of a non regular post-encoding pattern. This allows us to increase the minimum hamming distance (MHD) and thereby to improve the performance at very low error rates. Then, we propose a time varying construction of the post-encoded parity in order to reduce the observable loss of convergence at high error rates. Performance comparisons are made between the 3GPP2 standardized TC and the corresponding 3D code. The different improvement stages are illustrated with simulation results, asymptotical bounds, and EXIT charts.
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