多天线系统稀疏空间码

S. Dhakal, A. Bayesteh
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引用次数: 2

摘要

提出了稀疏空间码(SSC)作为欠确定MIMO信道的一种新的传输方案。每个SSC码字是发射天线数量大小的稀疏向量。信息的传递方式是:(i)非零元素位置的不确定性,(ii)非零元素符号空间的不确定性。基于基追踪(BPD)和LASSO检测器结合代码稀疏性知识来检测SSC。然而,与最大似然检测器(MLD)相比,它们的性能有所下降。提出了一种基于亚军的追踪算法,该算法提供了类似mld的性能,并且比BPD的复杂度增加很小。分析和仿真结果表明,在不同信噪比范围内,SSC在字错误率方面优于正交空时分组码。
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Sparse space codes for multi-antenna systems
Sparse space codes (SSC) are proposed as a novel transmission scheme for an under-determined MIMO channel. Each SSC codeword is a sparse vector of the size of the number of transmit antennas. The information is imparted through: (i) uncertainty in the positions of non-zero elements, and (ii) uncertainty in the symbol-space of non-zero elements. Basis-pursuit (BPD) and LASSO detectors are used with knowledge of code sparsity to detect SSC. However, their performance is found to be degraded compared to the Maximum Likelihood Detector (MLD). A runner-up basis pursuit algorithm is proposed that provides MLD-like performance with a small increment in complexity over BPD. Analytical and simulation results show that SSC outperforms orthogonal space time block codes in terms of word error rate at varying SNR ranges.
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