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Linear transceiver design for downlink multiuser mimo systems: Downlink-interference duality approach

机译:下行多用户mimo系统的线性收发器设计:下行干扰对偶方法

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摘要

This paper considers linear transceiver design for downlink multiuser multiple-input multiple-output (MIMO) systems. We examine different transceiver design problems. We focus on two groups of design problems. The first group is the weighted sum mean-square-error (WSMSE) (i.e., symbol-wise or user-wise WSMSE) minimization problems and the second group is the minimization of the maximum weighted mean-square-error (WMSE) (symbol-wise or user-wise WMSE) problems. The problems are examined for the practically relevant scenario where the power constraint is a combination of per base station (BS) antenna and per symbol (user), and the noise vector of each mobile station is a zero-mean circularly symmetric complex Gaussian random variable with arbitrary covariance matrix. For each of these problems, we propose a novel downlink-interference duality based iterative solution. Each of these problems is solved as follows. First, we establish a new mean-square-error (MSE) downlink-interference duality. Second, we formulate the power allocation part of the problem in the downlink channel as a Geometric Program (GP). Third, using the duality result and the solution of GP, we utilize alternating optimization technique to solve the original downlink problem. For the first group of problems, we have established symbol-wise and user-wise WSMSE downlink-interference duality. These duality are established by formulating the noise covariance matrices of the interference channels as fixed point functions. On the other hand, for the second group of problems, we have established symbol-wise and user-wise MSE downlink- interference duality. These duality are established by formulating the noise covariance matrices of the interference channels as marginally stable (convergent) discrete-time-switched systems. The proposed duality based iterative solutions can be extended straightforwardly to solve many other linear transceiver design problems. We also show that our MSE downlink-interference duality unify all existing MSE duality. In our simulation results, we have observed that the proposed duality based iterative algorithms utilize less total BS power than that of the existing algorithms. © 1991-2012 IEEE.
机译:本文考虑了下行链路多用户多输入多输出(MIMO)系统的线性收发器设计。我们研究了不同的收发器设计问题。我们专注于两类设计问题。第一组是加权和均方误差(WSMSE)(即,按符号或用户方式的WSMSE)最小化问题,第二组是最大加权均方误差(WMSE)(符号或用户明智的WMSE)问题。针对实际相关场景研究了问题,其中功率约束是每个基站(BS)天线和每个符号(用户)的组合,并且每个移动站的噪声矢量是零均值圆对称复高斯随机变量与任意协方差矩阵。对于这些问题中的每一个,我们提出了一种新颖的基于下行链路干扰对偶的迭代解决方案。这些问题中的每一个都如下解决。首先,我们建立了新的均方误差(MSE)下行链路干扰对偶性。其次,我们将下行链路信道中问题的功率分配部分公式化为几何程序(GP)。第三,利用对偶结果和GP的解,我们采用交替优化技术来解决原始的下行问题。对于第一组问题,我们建立了按符号和按用户的WSMSE下行链路干扰对偶性。通过将干扰通道的噪声协方差矩阵表示为固定点函数来建立这些对偶性。另一方面,对于第二组问题,我们建立了按符号和按用户的MSE下行链路干扰对偶性。通过将干扰通道的噪声协方差矩阵表述为边际稳定(收敛)的离散时间切换系统,可以建立这些对偶性。所提出的基于对偶的迭代解决方案可以直接扩展以解决许多其他线性收发器设计问题。我们还表明,我们的MSE下行链路对偶对偶统一了所有现有的MSE对偶。在我们的仿真结果中,我们已经观察到,所提出的基于对偶的迭代算法所使用的总BS功率要比现有算法少。 ©1991-2012 IEEE。

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