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Maximising the minimum achievable secrecy rate of two-way relay networks using the null space beamforming method

机译:使用零空间波束成形方法最大化双向中继网络的最小可实现保密率

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This study concerns maximising the minimum achievable secrecy rate (ASR) of a two-way relay network in the presence of an eavesdropper, in which two nodes aim to exchange messages in two hops, using a multi-antenna relay. Throughout the first hop, the two nodes simultaneously transmit their messages to the relay. In the second hop, the relay broadcasts a combination of the received information to the users such that the transmitted signal lies in the null space of the eavesdropper's channel; this is called null space beamforming (NSBF). The best NSBF matrix for maximising the minimum ASR is studied, showing that the problem is not convex in general. To address this issue, the problem is divided into three sub-problems: a close-to-optimal solution is derived by using the semi-definite relaxation technique. Simulation results demonstrate the superiority of the proposed method w.r.t. the most well-known method addressed in the literature.
机译:这项研究涉及在有窃听者的情况下最大化双向中继网络的最小可实现保密率(ASR),其中两个节点旨在使用多天线中继以两跳交换消息。在第一跳中,两个节点同时将其消息传输到中继。在第二跳中,中继站将接收到的信息的组合广播给用户,以使发送的信号位于窃听者频道的空空间中;这称为零空间波束成形(NSBF)。研究了最大化最小ASR的最佳NSBF矩阵,表明该问题通常不是凸的。为了解决此问题,该问题分为三个子问题:通过使用半定松弛技术来导出接近最佳的解决方案。仿真结果证明了该方法的优越性。文献中提到的最著名的方法。

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