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Iterative decoding for MIMO channels via modified sphere decoding

机译:通过修改的球面解码对MIMO信道进行迭代解码

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In recent years, soft iterative decoding techniques have been shown to greatly improve the bit error rate performance of various communication systems. For multiantenna systems employing space-time codes, however, it is not clear what is the best way to obtain the soft information required of the iterative scheme with low complexity. In this paper, we propose a modification of the Fincke-Pohst (sphere decoding) algorithm to estimate the maximum a posteriori probability of the received symbol sequence. The new algorithm solves a nonlinear integer least squares problem and, over a wide range of rates and signal-to-noise ratios, has polynomial-time complexity. Performance of the algorithm, combined with convolutional, turbo, and low-density parity check codes, is demonstrated on several multiantenna channels. The results for systems that employ space-time modulation schemes seem to indicate that the best performing schemes are those that support the highest mutual information between the transmitted and received signals, rather than the best diversity gain.
机译:近年来,已经表明软迭代解码技术极大地改善了各种通信系统的误码率性能。然而,对于采用时空码的多天线系统,尚不清楚什么是获得具有低复杂度的迭代方案所需的软信息的最佳方法。在本文中,我们提出了对Fincke-Pohst(球面解码)算法的改进,以估计接收到的符号序列的最大后验概率。新算法解决了非线性整数最小二乘问题,并且在很宽的速率和信噪比范围内具有多项式时间复杂度。该算法的性能结合了卷积,turbo和低密度奇偶校验码,在多个多天线信道上得到了证明。采用空时调制方案的系统的结果似乎表明,性能最佳的方案是那些支持发射和接收信号之间的最高互信息而不是最佳分集增益的方案。

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