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Block Markov superposition transmission of convolutional codes with minimum shift keying signalling

机译:具有最小移位键控信令的卷积码的块马尔可夫叠加传输

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摘要

In this study, the authors’ present a scheme, denoted as BMST-MSK, which combines the block Markov superposition transmission (BMST) with the minimum shift keying (MSK) signalling. The BMST-MSK can be implemented in two forms – the BMST with recursive MSK (BMST-RMSK) and the BMST with non-recursive MSK (BMST-NRMSK). The BMST-MSK admits a sliding-window decoding/demodulation algorithm, where two schedules with or without iterative processing between the BMST and MSK (referred to as outer iteration) are discussed. To analyse the asymptotic performance of BMST-MSK, the authors’ first assume a genie-aided decoder and then derive the union bound for the equivalent genie-aided system. Numerical results show that the performances of the BMST-MSK match well with the derived lower bounds in the low error rate regions. From simulations, the authors’ found that the outer iterations can provide performance improvement for the BMST-RMSK, but not for the BMST-NRMSK. Taking a (2,1,2) convolutional code with input length of 10 000 bits as the basic code, the BMST-NRMSK achieves a bit-error-rate of 10 at / = 0.45 dB over additive white Gaussian noise channels, which is away from the Shannon limit about 0.25 dB.
机译:在这项研究中,作者提出了一种称为BMST-MSK的方案,该方案结合了块马尔可夫叠加传输(BMST)和最小移位键控(MSK)信令。 BMST-MSK可以以两种形式实现-带有递归MSK的BMST(BMST-RMSK)和带有非递归MSK的BMST(BMST-NRMSK)。 BMST-MSK允许使用滑动窗口解码/解调算法,其中讨论了在BMST和MSK之间进行或不进行迭代处理的两个调度(称为外部迭代)。为了分析BMST-MSK的渐近性能,作者首先假设了一个精灵辅助解码器,然后推导了等效精灵辅助系统的并集边界。数值结果表明,BMST-MSK的性能与在低错误率区域中导出的下限非常匹配。通过仿真,作者发现外部迭代可以提高BMST-RMSK的性能,但不能提高BMST-NRMSK的性能。以输入长度为10000位的(2,1,2)卷积码为基本码,BMST-NRMSK在加性白高斯噪声通道上的/ = 0.45 dB时实现了10的误码率,这是远离Shannon极限约0.25 dB。

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