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首页> 外文期刊>Communications Letters, IEEE >Computing the Closest Positive Definite Correlation Matrix for Experimental MIMO Channel Analysis
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Computing the Closest Positive Definite Correlation Matrix for Experimental MIMO Channel Analysis

机译:计算用于实验MIMO信道分析的最近正定相关矩阵

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Under realistic propagation conditions in multiple-input-multiple-output (MIMO) wireless channels, some experimental (measured) full-spatial-correlation (FSC) MIMO channel matrices may not be positive definite, especially when the number of antennas elements increases. In this letter, an enhancement technique to solve the problem of non-positiveness for large experimental FSC matrices is proposed. This technique, based on the alternating-projection (AP) method, computes the closest positive definite matrix to the experimental FSC matrix preserving its covariance structure. The proposed technique is useful to evaluate the performance of large array MIMO systems under realistic conditions, allowing the Cholesky factorization of FSC matrices, which is needed for synthetic channel generation.
机译:在多输入多输出(MIMO)无线信道中的实际传播条件下,某些实验性(测量的)全空间相关(FSC)MIMO信道矩阵可能不是正定的,尤其是当天线元件的数量增加时。在这封信中,提出了一种解决大型FSC实验矩阵非正性问题的增强技术。该技术基于交替投影(AP)方法,计算出与实验FSC矩阵最接近的正定矩阵,并保留其协方差结构。所提出的技术对于评估大阵列MIMO系统在现实条件下的性能很有用,从而允许FSC矩阵的Cholesky分解,这是合成信道生成所必需的。

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