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Multiple-User Cooperative Communications Based on Linear Network Coding

机译:基于线性网络编码的多用户协作通信

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摘要

We propose a new scheme for cooperative wireless networking based on linear network codes. The network consists of multiple (M Ȧ5; 2) users having independent information to be transmitted to a common basestation (BS), assuming block-fading channels with independent fading for different codewords. The users collaborate in relaying messages. Because of potential transmission errors in links, resulting in erasures, the network topology is dynamic. To efficiently exploit the diversity available by cooperation and time-varying fading, we propose the use of diversity network codes (DNCs) over finite fields. These codes are designed such that the BS is able to rebuild the user information from a minimum possible set of coded blocks conveyed through the dynamic network. We show the existence of deterministic DNCs. We also show that the resulting diversity order using the proposed DNCs is 2M-1, which is higher than schemes without network coding or with binary network coding. Numerical results from simulations also show substantial improvement by the proposed DNCs over the benchmark schemes. We also propose simplified versions of the DNCs, which have much lower design complexity and still achieve the diversity order 2M-1.
机译:我们提出了一种基于线性网络代码的协作无线网络新方案。该网络由多个(M = 5; 2)个用户组成,这些用户具有独立的信息要传输到一个公共基站(BS),假设块衰落信道具有针对不同码字的独立衰落。用户协作中继消息。由于链路中潜在的传输错误,导致擦除,因此网络拓扑是动态的。为了有效地利用通过协作和随时间变化的衰落而可用的分集,我们建议在有限域上使用分集网络代码(DNC)。这些代码被设计为使得BS能够从通过动态网络传送的最小可能的编码块集合中重建用户信息。我们展示了确定性DNC的存在。我们还表明,使用提出的DNC所得到的分集阶数为2M-1,这比没有网络编码或二进制网络编码的方案更高。仿真的数值结果还表明,与基准方案相比,拟议的DNC有了很大的改进。我们还提出了DNC的简化版本,这些版本的设计复杂度要低得多,并且仍然可以达到2M-1的分集阶数。

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