Subset relay selection in wireless cooperative networks using sparsity-inducing norms

L. Blanco, M. Nájar
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引用次数: 6

Abstract

This paper addresses the problem of multiple relay selection in a two-hop wireless cooperative network. In particular, the proposed technique selects the best subset of relays, in a distributed beamforming scheme, which maximizes the signal-to-noise ratio at the destination node subject to individual power constraints at the relays. The selection of the best subset of K relays out of a set of N potential relay nodes, under individual power constraints, is a hard combinatorial problem with a high computational burden. The approach considered herein consists in relaxing this problem into a convex one by considering a sparsity-inducing norm. The method exposed in this paper is based on the knowledge of the second-order statistics of the channels and achieves a near-optimal performance with a computational burden which is far less than the one needed in the combinatorial search. Furthermore, in the proposed technique, contrary to other approaches in the literature, the relays are not limited to cooperate with full power.
基于稀疏性诱导规范的无线协作网络子集中继选择
研究了两跳无线合作网络中的多中继选择问题。特别是,该技术在分布式波束形成方案中选择中继的最佳子集,该子集在中继的单个功率约束下最大化目标节点的信噪比。在单个功率约束下,从N个潜在继电器节点中选择K个继电器的最佳子集是一个计算量大的难组合问题。本文考虑的方法是通过考虑稀疏性诱导范数将该问题放宽为凸问题。本文提出的方法基于信道二阶统计量的知识,在计算量远小于组合搜索的情况下获得了接近最优的性能。此外,在所提出的技术中,与文献中的其他方法相反,继电器不限于与全功率合作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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