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首页> 外文期刊>IEEE communications letters >Gaussian approximation based mixture reduction for near optimum detection in MIMO systems
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Gaussian approximation based mixture reduction for near optimum detection in MIMO systems

机译:基于高斯近似的混合约简,可用于MIMO系统中的近乎最佳检测

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The optimal "soft" symbol detection for spatial multiplexing multiple input multiple output (MIMO) system with known channel information requires knowledge of the marginal posterior symbol probabilities for each antenna. The calculation of these quantities requires the evaluation of the likelihood function of the system for all possible symbol combinations, which is prohibitive for large systems. It is however most often the case that most of the transmitted symbol combinations contribute only very little to these marginal posterior probabilities. We propose in this paper a suboptimal procedure which identifies the most significant symbol combinations via a sequential algorithm with Gaussian Approximation (SGA). Simulation results show that our method can approach the optimal a posteriori probability detector (APP) performance while being less complex than comparable suboptimal algorithms, such as the sphere decoder (SD). We further demonstrate that as opposed to the SD the complexity and memory requirements of our algorithm are fixed, therefore easing practical implementation.
机译:具有已知信道信息的空间复用多输入多输出(MIMO)系统的最佳“软”符号检测需要了解每个天线的边际后验符号概率。这些数量的计算要求针对所有可能的符号组合评估系统的似然函数,这对于大型系统是不允许的。然而,大多数情况下,大多数传输的符号组合对这些边际后验概率的贡献很小。我们在本文中提出了一种次优过程,该过程通过具有高斯近似(SGA)的顺序算法来识别最重要的符号组合。仿真结果表明,我们的方法可以实现最佳的后验概率检测器(APP)性能,同时不如球形解码器(SD)等可比的次优算法复杂。我们进一步证明,与SD相比,我们算法的复杂性和内存要求是固定的,因此简化了实际实现。

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