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Iterative Hybrid Precoding and Combining for Partially-Connected Massive MIMO mmWave Systems

机译:迭代混合预编码和组合用于部分连接的大型MIMOMMWAVE系统

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For partially-connected massive multiple-input multiple-output (MIMO) millimeter wave (mmWave) communications, an iterative precoding and combining algorithm is proposed to maximize the system spectrum efficiency. At the transmitter, the optimal unconstrained full digital precoder is firstly determined as a benchmark by singular value decomposition (SVD) of the channel matrix, and then resolved to achieve the hybrid analog and digital precoding in an iterative manner. Specifically, the initially formulated non-convex matrix decomposition problem is decomposed into a series of convex optimization sub-problems, with the amplitude of each element in the analog matrix restricted and the phase increment in adjacent iteration processes varies only in a small range. Moreover, with the unconstrained linear minimum mean square error (MMSE) combiner as the benchmark, similar iterations can be executed at the receiver. Numerical results show that the proposed algorithm acquires superior spectrum efficiency than the other classical scheme with partially-connected architecture. Furthermore, in spite of much lower hardware complexity and power consumption, the performance of our algorithm is almost identical to that of the full digital scheme as well as other mechanisms with fully-connected structure.
机译:对于部分连接的大型多输入多输出(MIMO)毫米波(MMWAVE)通信,提出了一种迭代预编码和组合算法来最大化系统频谱效率。在发射机处,首先将最佳无约束全数字预编码器确定为信道矩阵的奇异值分解(SVD)的基准,然后以迭代方式实现混合模拟和数字预编码。具体地,最初配制的非凸矩阵分解问题被分解成一系列凸优化子问题,其中模拟矩阵中的每个元素的幅度受到限制,并且相邻迭代过程中的相位增加仅在很小范围内变化。此外,利用未经约束的线性最小均方误差(MMSE)组合器作为基准,可以在接收器处执行类似的迭代。数值结果表明,该算法比具有部分连接架构的其他经典方案获取卓越的频谱效率。此外,尽管硬件复杂性和功耗更低,但我们的算法的性能几乎与全数字方案的性能以及完全连接结构的其他机制相同。

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