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Grassmannian Differential Limited Feedback for Interference Alignment

机译:干扰对准的格拉斯曼差分有限反馈

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Channel state information (CSI) in the interference channel can be used to reduce the dimension of received interference and helps achieve the channel's maximum multiplexing gain through what is known as interference alignment (IA). Most interference alignment algorithms require knowledge of all the interfering channels to compute the alignment precoders. CSI, considered available at the receivers, can be shared with the transmitters via limited feedback. When IA is done by coding over frequency extensions in a single antenna system, the required CSI lies on the Grassmannian manifold and its structure can be exploited in feedback. Unfortunately, the number of channels to be shared grows with the square of the number of users, creating too much overhead with conventional feedback methods. This paper proposes Grassmannian differential feedback to reduce feedback overhead by exploiting both the channel's temporal correlation and Grassmannian structure. The performance of the proposed algorithm is characterized both analytically and numerically as a function of channel length, mobility, and the number of feedback bits. The main conclusions are that the proposed feedback strategy allows IA to perform well over a wide range of Doppler spreads, and to approach perfect CSI performance in slowly varying channels. Numerical results highlight the trade-off between the frequency of feedback and the accuracy of individual feedback updates.
机译:干扰信道中的信道状态信息(CSI)可用于减少接收到的干扰,并通过所谓的干扰对准(IA)来帮助实现信道的最大复用增益。大多数干扰对准算法需要所有干扰信道的知识来计算对准预编码器。被认为在接收机上可用的CSI可以通过有限的反馈与发射机共享。当通过在单个天线系统中对频率扩展进行编码来完成IA时,所需的CSI位于格拉斯曼流形上,并且其结构可用于反馈中。不幸的是,要共享的信道数与用户数的平方成正比,这给常规反馈方法带来了过多的开销。本文提出了格拉斯曼差分反馈,以通过利用通道的时间相关性和格拉斯曼结构来减少反馈开销。所提出算法的性能通过信道长度,迁移率和反馈位数的函数在解析和数值上进行了表征。主要结论是,所提出的反馈策略使IA能够在广泛的多普勒扩展范围内表现良好,并在缓慢变化的信道中达到完美的CSI性能。数值结果突出了反馈频率与单个反馈更新的准确性之间的权衡。

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