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Innovative designs and deployments of erasure codes in communication systems.

机译:通信系统中擦除代码的创新设计和部署。

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摘要

This dissertation is concerned with the design and application of erasure codes in non-conventional settings. Erasure coding has the potential to improve overall reliability and power efficiency of communication systems which has not yet been fully utilized. With these motivations, this dissertation presents three main contributions that employ the concept of erasure coding.Secondly, an unconventional application of erasure codes in the reduction of high peak-to-average power ratios (PAPRs) in orthogonal frequency division multiplexing (OFDM) systems is presented. This dissertation proposes a new method based on constellation expansion and intentional injection of erasures at the transmitter for PAPR reduction in OFDM signals. The expanded constellation is comprised of a conventional modulation scheme and an external circle or square of alternative signalling points. The advantage of the design is that the location of the alternative signalling points is radially symmetric to the original signalling points in the conventional constellation, which has been demonstrated to maximize the probability of reducing the PAPR. Erasure coding is proposed to address the issue of ambiguous symbol representation resulting from the mapping of more than one point to the same alternative point.Finally, an analytical bound for post-decoding erasure loss rates in binary product codes (PC) is developed in this dissertation. The bound is established by finding the exact number of unrecoverable erasure patterns for a given number of erasures in the received codeword matrix. Development of the improved bound for post-decoding erasure rates has been motivated by the applicability of such codes for combating packet loss in communication networks where retransmission is not always feasible.By interpreting erasure coding as a versatile element in the design of reliable communication networks and power efficient transceivers, this dissertation is addressing current trends in cross-layered protocol designs and exploits the principles of combined channel coding and modulation design. The results presented are applicable to real-time networking applications and multicasting, and to OFDM-based systems with non-linear power amplifiers such as digital audio and video broadcasting.First, innovative linear block code designs are presented to recover from loss and erroneous packets in a communication network. These designs are packet-based as opposed to conventional designs based on bits or symbols. The basis of the new codes is a Vandermonde matrix with elements comprised of different shift operators. The key concept of the designs is that each coded packet is a parity check for the information packets, or a shifted version of them. As a result of the code designs, a new class of single packet error correcting codes is introduced. The erasure recovery and error correction capabilities of the design are investigated individually with a binary erasure channel (BEC) and a binary symmetric channel (BSC) respectively, and Monte Carlo simulations show good agreement with the corresponding theoretical results. Also, the joint error and erasure capabilities of these designs are evaluated over an error-erasure channel (EEC).
机译:本文涉及非常规环境下擦除码的设计与应用。擦除编码具有改善尚未充分利用的通信系统的整体可靠性和功率效率的潜力。基于这些动机,本论文提出了采用纠删码概念的三个主要贡献。其次,在正交频分复用(OFDM)系统中,纠删码在降低高峰均功率比(PAPR)方面的非常规应用被表达。本文提出了一种新的方法,该方法基于星座图扩展和在发射机处有意注入擦除信号,以降低OFDM信号的PAPR。扩展的星座图由常规调制方案和替代信令点的外部圆或正方形组成。该设计的优点在于,替代信号点的位置与常规星座图中的原始信号点在径向上对称,这已被证明可以最大程度地降低降低PAPR的可能性。提出了纠删码的解决方案,以解决由于多个点到相同的替代点之间的映射而导致的符号表示不明确的问题。最后,本文开发了二进制乘积码(PC)解码后纠删率的解析界。论文。通过在接收到的码字矩阵中找到给定数目的擦除,找到不可恢复的擦除模式的确切数目,来建立界限。此类代码可用于在始终无法进行重传的通信网络中解决丢包问题,其目的是开发出改进的解码后擦除率界限。通过将擦除代码解释为可靠通信网络设计中的通用元素,高效的收发器,本论文致力于解决跨层协议设计中的当前趋势,并利用组合的信道编码和调制设计原理。本文提出的结果适用于实时网络应用和多播,以及具有非线性功率放大器的基于OFDM的系统,例如数字音频和视频广播。首先,提出了创新的线性分组码设计以从丢失和错误的数据包中恢复在通信网络中。与基于位或符号的常规设计相反,这些设计是基于数据包的。新代码的基础是范德蒙矩阵,其元素由不同的移位运算符组成。设计的关键概念是每个编码数据包都是对信息数据包的奇偶校验,或者是它们的移位版本。作为代码设计的结果,引入了一种新的单分组纠错码。分别使用二进制擦除通道(BEC)和二进制对称通道(BSC)分别研究了设计的擦除恢复和纠错能力,并且Monte Carlo仿真与相应的理论结果显示出良好的一致性。而且,这些设计的联合误差和擦除能力是通过误差消除通道(EEC)进行评估的。

著录项

  • 作者

    Al-Shaikhi, Ali Ahmad.;

  • 作者单位

    Dalhousie University (Canada).;

  • 授予单位 Dalhousie University (Canada).;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 2008
  • 页码 150 p.
  • 总页数 150
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 非洲史;
  • 关键词

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