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Asymptotic and Non-Asymptotic Analysis of Uplink Sum Rate for Relay-Assisted MIMO Cellular Systems

机译:中继辅助MIMO蜂窝系统上行链路和速率的渐近和非渐近分析

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摘要

We consider uplink relay-assisted MIMO cellular systems with multiple relays deployed in each cell that perform the amplify-and-forward operations. We are interested in obtaining deterministic expressions for the ergodic sum rate of such systems. We first consider the large MIMO dimension scenario, and obtain two asymptotic sum rate expressions, corresponding to the cases of fixed number of users and large number of users, respectively. We then consider the case of arbitrary MIMO dimension and large number of users, and obtain an upper and lower bound that the sum rate lies in between with high probability. The bounds are tight when the number of users is large. Both single-cell and multi-cell systems are considered, where the latter assumes full base station cooperation. Numerical experiments show that these deterministic sum rate expressions match well with the Monte Carlo simulation results. Therefore they can be useful tools for the design and analysis of relay-assisted MIMO cellular systems.
机译:我们考虑上行链路中继辅助MIMO蜂窝系统,每个小区中部署多个中继,执行放大和转发操作。我们有兴趣获得此类系统的遍历和率的确定性表达式。首先考虑大MIMO维场景,得到两个渐近和率表达式,分别对应固定用户数和大量用户的情况。然后,考虑任意MIMO维数和大量用户的情况,得到总和率介于两者之间的上下界,概率很高。当用户数量较大时,界限很窄。考虑了单小区和多小区系统,后者假设基站完全合作。数值实验表明,这些确定性和率表达式与蒙特卡罗模拟结果吻合较好。因此,它们可以成为设计和分析中继辅助MIMO蜂窝系统的有用工具。

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