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Effective CSI Signaling and Decentralized Beam Coordination in TDD Multi-Cell MIMO Systems

机译:TDD多小区MIMO系统中的有效CSI信令和分散波束协调

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摘要

We propose decentralized algorithms and corresponding signaling concepts of effective channel state information (CSI) for weighted sum rate (WSR) maximization via linear downlink transmit-receive beamforming in multi-cell multi-user MIMO systems operating in the time-division duplex (TDD) mode. The iterative processing consists of optimization steps that are run locally by base stations (BS), and facilitated by a combination of over-the-air uplink pilot signaling and scalar backhaul information exchange. In the first novel strategy, the coordinating cells update their transmit precoders and receivers by executing a cell-specific optimization loop one cell at a time, which guarantees monotonic convergence of the network-wide problem. The strategy employs separate uplink channel sounding (CS) and busy burst (BB) signaling to reveal the effective channels of the terminals to the neighboring BSs. In the second strategy, we sacrifice the monotonic convergence and devise a faster scheme where the BSs are allowed to optimize their variables in parallel based on just the CS responses and additional backhaul information. We make use of the optimization framework where the WSR maximization is carried out via weighted sum mean-squared-error (MSE) minimization, and generalize the approach by employing antenna-specific transmit power constraints. The numerical results demonstrate that WSR maximization has the desirable property that spatial scheduling, or user and beam selection, is carried out implicitly.
机译:我们提出了在时分双工(TDD)中运行的多小区多用户MIMO系统中,通过线性下行链路发射-接收波束形成的加权算法(WSR)最大化的有效信道状态信息(CSI)的分散算法和相应的信令概念模式。迭代处理包括优化步骤,这些优化步骤由基站(BS)在本地运行,并且通过空中上行链路导频信令和标量回程信息交换的组合而得以促进。在第一种新颖的策略中,协调小区通过一次执行一个特定于小区的优化循环来一次更新一个小区,从而更新其发送预编码器和接收器,从而确保了网络范围问题的单调收敛。该策略采用单独的上行链路信道探测(CS)和繁忙突发(BB)信令来向相邻BS揭示终端的有效信道。在第二种策略中,我们牺牲了单调收敛性,并设计了一种更快的方案,其中仅根据CS响应和其他回程信息,允许BS并行优化其变量。我们利用优化框架,其中通过加权和均方误差(MSE)最小化来实现WSR最大化,并通过采用特定于天线的发射功率约束来推广该方法。数值结果表明,WSR最大化具有隐式执行空间调度或用户和波束选择的理想属性。

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