一种新的多天线系统维数度量

M. Elnaggar, S. Safavi-Naeini, S. Chaudhuri
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引用次数: 6

摘要

我们提出了一种新的多天线系统维数度量。该度量与信噪比无关,适用于信道矩阵frobenius归一化的几种场景的多径丰富度比较。该度量基于给定的归一化信道矩阵的奇异值分布与等贡献并行子信道的奇异值分布之间的等价性。在3种不同的等效标准(关于最佳奇异值的均值、方差或均方误差)下,所提出的度量产生相同的值,即Frobenius-标准化奇异值的平方平均值,该值按发送/接收元素数量的一个因子(min/max)缩放。
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A novel dimensionality metric for multi-antenna systems
We propose a novel dimensionality metric for multi-antenna systems. Being SNR- independent, the metric is suitable for multipath richness comparison of several scenarios having their channel matrices Frobenius-normalized. The metric is based on the equivalence between the given singular values distribution of the normalized channel matrix and those of equi-contribution parallel sub-channels. Under 3 different equivalence criteria (mean, variance or Mean-Square-Error with respect to the optimum singular value), the proposed metric yields the same value, namely, the squared mean of the Frobenius- normalized singular values scaled by a factor (min/max) of the number of the transmit/receive elements.
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