不匹配译码的gallager型边界及其在turbo码中的应用

I. Sason, S. Shamai
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引用次数: 2

摘要

广义的Duman & Salehi(参见IEEE译)。《通讯》,第46卷,第6号。在随机码和确定性码的错配译码度量领域中使用了界。在随机编码的情况下,在适当限制随机集合的情况下,该技术重建了Csizar-Korner-Hui下界。对于确定性码,根据码的距离谱给出了边界,并通过对衰落信道状态信息的估计证明了结果。
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On Gallager-type bounds for the mismatched decoding regime with applications to turbo codes
The generalized Duman & Salehi (see IEEE Trans. on Communications, vol.46, no.6, p.717-23, 1998) bound is used in the realm of mismatch decoding metric for random and deterministic codes. In the random coding case with a proper restriction of the random ensemble, the technique reconstructs the Csizar-Korner-Hui lower bound. For deterministic codes, the bound is given in terms of the distance spectrum of the code and the results are demonstrated for fading channels with an estimate of the fading channel state information.
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