在具有可变速率流的MIMO网络中最大化吞吐量

R. Srinivasan, D. Blough, Luis Miguel Cortés-Peña, P. Santi
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引用次数: 13

摘要

我们考虑的问题是在考虑MIMO链路上的可变速率流的同时最大化MIMO网络中的吞吐量。链路上的流速率取决于链路的信道条件,以及处理分集-多路复用权衡的方式。在这项工作中,我们使用流速率对信道的依赖性来开发链路选择和流分配的方法,从而近似地最大化总吞吐量。最大化吞吐量与基于所选链接的流速率分配流的问题密切相关。即使对于只有10个或更少链接的网络,要做到这一点也是非常复杂的。我们开发了一个流分配启发式算法,在给定的一组链路上近似地最大化吞吐量。单碰撞域网络的仿真结果表明,我们的流分配启发式算法在最多有10个链路的网络中是最优的7%以内(在典型情况下,允许的最大并发性是15个链路)。与简单的贪婪算法相比,该算法还将启发式和最优结果之间的差异减少了一半。我们的研究也发现了一般MIMO网络的可行性检验问题是一个计算困难的问题。然而,我们也确定了几个实际的特殊情况,例如,当干扰抑制仅在接收端进行时,可行性检查仍然是一个多项式时间操作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Maximizing throughput in MIMO networks with variable rate streams
The problem that we consider is that of maximizing throughput in a MIMO network while accounting for variable rate streams on MIMO links. The stream rates on a link depend on the channel conditions of the link, and the manner in which the diversity-multiplexing tradeoff is handled. In this work, we use the dependence of stream rates on the channel to develop methods of link selection and stream allocation that approximately maximize the aggregate throughput. Maximizing throughput is closely tied to the problem of allocating streams based on the stream rates of the selected links. Doing this optimally is very complex even for networks with 10 or fewer links. We develop a stream allocation heuristic that approximately maximizes the throughput over a given set of links. Simulation results for single collision domain networks show that our stream allocation heuristic is within 7% of optimal in networks with up to 10 links (in a typical case where the maximum concurrency allowed is 15 links). The algorithm also cuts the difference between heuristic and optimal results in half, compared to a simple greedy algorithm. Our research has also identified the feasibility checking problem for general MIMO networks as being a computationally hard problem. However, we also identify several practical special cases, e.g. when interference suppression is done only at the receiver side, for which feasibility checking remains a polynomial-time operation.
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