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Design and Analysis of Successive Decoding With Finite Levels for the Markov Channel

机译:马尔可夫信道有限级别连续解码的设计与分析

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This paper proposes a practical successive decoding scheme with finite levels for the finite-state Markov channels (FSMCs) where there is no a priori state information at the transmitter or the receiver. The design employs either a random interleaver or a deterministic interleaver with an irregular pattern and an optional iterative estimation and decoding procedure within each level. The interleaver design criteria may be the achievable rate or the extrinsic information transfer (EXIT) chart, depending on the receiver type. For random interleavers, the optimization problem is solved efficiently using a pilot-utility function, while for deterministic interleavers, a good construction is given using empirical rules. Simulation results demonstrate that the new successive decoding scheme combined with irregular low-density parity-check (LDPC) codes can approach the identically and uniformly distributed (i.u.d.) input capacity on the Markov-fading channel using only a few levels.
机译:本文针对有限状态马尔可夫信道(FSMC)提出了一种实用的,具有有限级别的连续解码方案,其中在发送器或接收器处没有先验状态信息。该设计采用随机交织器或确定性交织器,该交织器具有不规则模式,并且在每个级别内都具有可选的迭代估计和解码过程。交织器设计标准可以是可达到的速率,也可以是外部信息传输(EXIT)图表,具体取决于接收器的类型。对于随机交织器,使用试验效用函数有效地解决了优化问题,而对于确定性交织器,使用经验规则给出了良好的构造。仿真结果表明,结合不规则低密度奇偶校验(LDPC)码的新的连续解码方案仅使用几个级别就可以在Markov衰落信道上达到相同且均匀分布(i.u.d.)的输入容量。

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