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Noncoherent Massive Space-Time Block Codes for Uplink Network Communications

机译:用于上行链路通信的非体力大规模空间块代码

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摘要

In this paper, we consider multiuser massive multiple-input multiple-output (MIMO) uplink systems in which there are multiple users with each having a single antenna and one base station (BS) with a large number of antennas. It is assumed that each user and BS have neither small-scale nor large-scale channel state information. For such a noncoherent system, we systematically design a series of absolutely additively uniquely decomposable constellation pairs using the phase-shift keying (PSK) constellations such that when any linear combination of two PSK constellation points with positive weight coefficients is received, each individual PSKsignal can be uniquely decoded. With this, a novel noncoherent massive space-time block code with PSK modulation is developed for the system. In a noise-free case, we prove that when the number of the antenna at BS grows to infinity, the transmitted symbols and uplink channel can be uniquely determined if the channel coherence time is at least equal to the number of users. In a noisy case, a minimum Euclidean distance detector and a minimum Riemannian distance detector are developed for efficiently and effectively estimating both the channel coefficients and the transmitted signals. Furthermore, a successive two-symbol update receiver is derived for reducing the computational complexity. The benefits of the proposed scheme are illustrated through application examples in multipair two-way massive MIMO half-duplex relaying system and a two-cell massive MIMO uplink system.
机译:在本文中,我们考虑多用户大量多输入多输出(MIMO)上行链路系统,其中有多个用户具有多个天线和具有大量天线的一个基站(BS)。假设每个用户和BS既不具有小规模,也不是大规模的信道状态信息。对于这种非化合体系统,我们使用相移键控(PSK)星座系统地设计了一系列绝对加剧性的多重分解星座对,使得当接收到具有正权重系数的两个PSK星座点的任何线性组合时,每个单独的PSKnignal即可唯一解码。由此,为系统开发了具有PSK调制的新型非组织大规模空间块码。在无噪声情况下,我们证明,当BS的天线的数量生长到无穷大时,如果信道相干时间至少等于用户的数量,则可以唯一地确定发送的符号和上行链路信道。在嘈杂的情况下,开发最小欧几里德距离检测器和最小的黎曼距离检测器,用于有效且有效地估计信道系数和发射信号。此外,导出连续的双符号更新接收器以降低计算复杂度。通过多足双向大型MIMO半双工中继系统和双单元大量MIMO上行链路系统的应用示例说明了所提出的方案的好处。

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