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Low-complexity sorted QR decomposition for MIMO systems based on pairwise column symmetrization

机译:基于成对列对称的MIMO系统低复杂度排序QR分解

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This paper presents a low-complexity preprocessing algorithm for multiple-input multiple-output communication systems. The proposed algorithm performs the sorted QR decomposition through orthogonalizations based on the modified Gram-Schmidt process, rearranging the column vectors of a real-valued MIMO channel matrix in such a way that the symmetry between the vectors is maintained. By using the symmetry, the computations required for orthogonalizing one of the two adjacent vectors can be eliminated effectively, which significantly reduces the computational complexity. The reduction rate of the computational complexity by the proposed algorithm is 50% for any MIMO configuration.
机译:本文提出了一种用于多输入多输出通信系统的低复杂度预处理算法。所提出的算法基于改进的Gram-Schmidt过程通过正交化执行排序的QR分解,以保持向量之间的对称性的方式重新排列实值MIMO信道矩阵的列向量。通过使用对称性,可以有效地消除正交化两个相邻向量之一所需要的计算,这大大降低了计算复杂度。对于任何MIMO配置,所提出的算法的计算复杂度降低率为50%。

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