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Low complexity near-maximum likelihood decoding for MIMO systems

机译:mImO系统的低复杂度近似最大似然解码

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摘要

In recent literature, an increasing radii algorithm (IRA) is introduced to decode the signals in multiple-input multiple-output (MIMO) systems. It is developed from the idea of sphere decoder (SD) and can achieve near-maximum likelihood (ML) decoding performance with relatively lower complexity than the SD by taking the noise statistics into consideration. In this paper, an improved IRA (IIRA) is proposed to further reduce the complexity. Apart from the noise statistics, channel information is taken into consideration as well. Additionally, a radii update scheme is introduced which enables the search space of the proposed algorithm to be further pruned. As a result, the proposed algorithm achieves a performance close to that of the IRA but with substantial computational savings. The effectiveness of the proposed decoder is verified by simulations. ©2009 IEEE.
机译:在最近的文献中,引入了增加半径的算法(IRA)来对多输入多输出(MIMO)系统中的信号进行解码。它是从球形解码器(SD)的思想发展而来的,并且通过考虑噪声统计信息,可以以比SD更低的复杂度来实现接近最大似然(ML)的解码性能。在本文中,提出了一种改进的IRA(IIRA)以进一步降低复杂性。除了噪声统计之外,还考虑信道信息。另外,引入了半径更新方案,该方案使得能够进一步修剪所提出算法的搜索空间。结果,所提出的算法实现了与IRA接近的性能,但节省了大量计算量。通过仿真验证了所提出的解码器的有效性。 ©2009 IEEE。

著录项

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    Liang Y; Ng TS; Ma S;

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  • 年度 2009
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  • 原文格式 PDF
  • 正文语种 eng
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