Permutation Optimization in QRD Based Multi-Relay Systems

H. Long, K. Zheng, Meiying Wei, Fangxiang Wang, Wenbo Wang
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引用次数: 3

Abstract

QR decomposition (QRD) based relay protocols can achieve both the distributed array gain and the intra-node array gain in multi-relay systems. Because the QRD is not unique if column permutation is utilized, the traditional QRD based relay protocol can be further improved. Row permutation of the forward channel and column permutation of the backward channel are proposed in this paper. Exhaustive and iterative search algorithms are presented to solve the permutation optimization problem. The iterative search algorithm with modified QRD is a good trade-off between capacity performance and complexity.
基于QRD的多中继系统的排列优化
基于QR分解(QRD)的中继协议可以在多中继系统中实现分布式阵列增益和节点内阵列增益。由于使用列置换时QRD不是唯一的,因此传统的基于QRD的中继协议可以进一步改进。提出了前向信道的行排列和后向信道的列排列。提出了穷举搜索算法和迭代搜索算法来解决排列优化问题。改进QRD的迭代搜索算法在容量性能和复杂度之间取得了很好的平衡。
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