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Interference Alignment and Cancellation in Wireless Communication Systems

机译:无线通信系统中的干扰对准与抵消

摘要

The Shannon capacity of wireless networks has a fundamental importance for network information theory. This area has recently seen remarkable progress on a variety of problems including the capacity of interference networks, X networks, cellular networks, cooperative communication networks and cognitive radio networks. While each communication scenario has its own characteristics, a common reason of these recent developments is the new idea of interference alignment. The idea of interference alignment is to consolidate the interference into smaller dimensions of signal space at each receiver and use the remaining dimensions to transmit the desired signals without any interference. However, perfect alignment of interference requires certain assumptions, such as perfect channel state information at transmitter and receiver, perfect synchronization and feedback. Today’s wireless communication systems, on the other and, do not encounter such ideal conditions. In this thesis, we cover a breadth of topics of interference alignment and cancellation schemes in wireless communication systems such as multihop relay networks, multicell networks as well as cooperation and optimisation in such systems. Our main contributions in this thesis can be summarised as follows:• We derive analytical expressions for an interference alignment scheme in a multihop relay network with imperfect channel state information, and investigate the impact of interference on such systems where interference could accumulate due to the misalignment at each hop.• We also address the dimensionality problem in larger wireless communication systems such as multi-cellular systems. We propose precoding schemes based on maximising signal power over interference and noise. We show that these precoding vectors would dramatically improve the rates for multi-user cellular networks in both uplink and downlink, without requiring an excessive number of dimensions. Furthermore, we investigate how to improve the receivers which can mitigate interference more efficiently.• We also propose partial cooperation in an interference alignment and cancellation scheme. This enables us to assess the merits of varying mixture of cooperative and non-cooperative users and the gains achievable while reducing the overhead of channel estimation. In addition to this, we analytically derive expressions for the additional interference caused by imperfect channel estimation in such cooperative systems. We also show the impact of imperfect channel estimation on cooperation gains.• Furthermore, we propose jointly optimisation of interference alignment and cancellation for multi-user multi-cellular networks in both uplink and downlink. We find the optimum set of transceivers which minimise the mean square error at each base station. We demonstrate that optimised transceivers can outperform existing interference alignment and cancellation schemes.• Finally, we consider power adaptation and user selection schemes. The simulation results indicate that user selection and power adaptation techniques based on estimated rates can improve the overall system performance significantly.
机译:无线网络的香农容量对于网络信息理论具有根本的重要性。最近,该领域在各种问题上取得了显着进展,包括干扰网络,X网络,蜂窝网络,协作通信网络和认知无线电网络的容量。尽管每种通信场景都有其自己的特征,但是这些最新发展的一个共同原因是干扰对准的新思想。干扰对准的思想是将干扰合并到每个接收器的信号空间的较小尺寸中,并使用其余尺寸来传输所需信号而不会产生任何干扰。但是,干扰的完美对准需要某些假设,例如发射机和接收机处的信道状态信息完美,同步和反馈完美。另一方面,当今的无线通信系统并没有遇到这样的理想条件。在本文中,我们涵盖了诸如多跳中继网络,多小区网络之类的无线通信系统中干扰对准和消除方案的广度主题,以及此类系统中的协作和优化。我们在本论文中的主要贡献可归纳如下:•我们推导了具有不完善信道状态信息的多跳中继网络中干扰对准方案的解析表达式,并研究了干扰对此类系统的影响,这些系统可能会由于未对准而导致干扰累积•我们还解决了大型无线通信系统(如多蜂窝系统)中的尺寸问题。我们提出了基于在干扰和噪声上最大化信号功率的预编码方案。我们表明,这些预编码向量将极大地提高上行链路和下行链路中多用户蜂窝网络的速率,而无需过多的尺寸。此外,我们研究了如何改进接收机,从而可以更有效地减轻干扰。•我们还建议在干扰对准和消除方案中进行部分合作。这使我们能够评估合作用户和非合作用户的不同组合的优缺点以及可实现的收益,同时减少信道估计的开销。除此之外,我们还分析性推导了在此类协作系统中由不完善的信道估计引起的额外干扰的表达式。我们还展示了不完美的信道估计对合作收益的影响。•此外,我们建议针对上行链路和下行链路中的多用户多蜂窝网络,针对干扰对齐和抵消进行联合优化。我们找到了最佳的收发器集,可将每个基站的均方误差降至最低。我们证明优化的收发器可以胜过现有的干扰对准和消除方案。•最后,我们考虑功率自适应和用户选择方案。仿真结果表明,基于估计速率的用户选择和功率适应技术可以显着改善整体系统性能。

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    Ustok Refik;

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  • 年度 2016
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  • 正文语种 en_NZ
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