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Application of non-linear optimization techniques in wireless telecommunication systems.

机译:非线性优化技术在无线电信系统中的应用。

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摘要

Non-linear programming has been extensively used in wireless telecommunication systems design. An important criterion in optimization is the minimization of mean square error. This thesis examines two applications: peak to average power ratio (PAPR) reduction in orthogonal frequency division multiplexing (OFDM) systems and wireless airtime traffic estimation. These two applications are both of interests to wireless service providers. PAPR reduction is implemented in the handheld devices and low complexity is a major objective. On the other hand, exact traffic prediction can save a huge cost for wireless service providers by better resource management through off-line operations.; High PAPR is one of the major disadvantages of OFDM system which is resulted from large envelope fluctuation of the signal. Our proposed technique to reduce the PAPR is based on constellation shaping that starts with a larger constellation of points, and then the points with higher energy are removed. The constellation shaping algorithm is combined with peak reduction, with extra flexibilities defined to reduce the signal peak. This method, called MMSE-Threshold, has a significant improvement in PAPR reduction with low computational complexity.; The peak reduction formulated into a quadratic minimization problem is subsequently optimized by the semidefinite programming algorithm, and the simulation results show that the PAPR of semidefinite programming algorithm (SDPA) has noticeable improvement over MMSE-Threshold while SDPA has higher complexity. Results are also presented for the PAPR minimization by applying optimization techniques such as hill climbing and simulated annealing. The simulation results indicate that for a small number of sub-carriers, both hill climbing and simulated annealing result in a significant improvement in PAPR reduction, while their degree of complexity can be very large.; The second application of non-linear optimization is in airtime data traffic estimation. This is a crucial problem in many organizations and plays a significant role in resource management of the company. Even a small improvement in the data prediction can save a huge cost for the organization. Our proposed method is based on the definition of extra parameters for the basic structural model. In the proposed technique, a novel search method that combines the maximum likelihood estimation with mean absolute percentage error of the estimated data is presented. Simulated results indicate a substantial improvement in the proposed technique over that of the basic structural model and seasonal autoregressive integrated moving average (SARIMA) package. In addition, this model is capable of updating the parameters when new data become available.
机译:非线性编程已被广泛用于无线电信系统设计中。优化中的重要标准是最小均方误差。本文研究了两种应用:正交频分复用(OFDM)系统中的峰均功率比(PAPR)降低和无线通话时间流量估计。这两个应用都是无线服务提供商感兴趣的。降低PAPR是在手持设备中实现的,低复杂度是主要目标。另一方面,准确的流量预测可以通过离线操作更好地进行资源管理,从而为无线服务提供商节省大量成本。高PAPR是OFDM系统的主要缺点之一,这是由于信号的大包络波动引起的。我们提出的降低PAPR的技术基于星座整形,该星座整形从较大的点星座开始,然后删除具有较高能量的点。星座图整形算法与峰值减少相结合,并定义了额外的灵活性以减少信号峰值。该方法称为MMSE-Threshold,在降低PAPR方面具有显着的改进,并且计算复杂度低。随后通过半定规划算法优化了减少到二次最小化问题中的峰值,仿真结果表明,半定规划算法(SDPA)的PAPR比MMSE-Threshold有明显改善,而SDPA具有更高的复杂度。还通过应用优化技术(例如爬坡和模拟退火)显示了将PAPR最小化的结果。仿真结果表明,对于少量的子载波,爬山和模拟退火都可以显着改善PAPR的降低,而其复杂度可能非常大。非线性优化的第二个应用是在通话时间数据流量估计中。这是许多组织中的关键问题,并且在公司的资源管理中起着重要作用。即使数据预测方面的微小改进也可以为组织节省大量成本。我们提出的方法基于基本结构模型额外参数的定义。在提出的技术中,提出了一种新颖的搜索方法,该方法将最大似然估计与估计数据的平均绝对百分比误差相结合。仿真结果表明,与基本结构模型和季节性自回归综合移动平均线(SARIMA)软件包相比,所提出的技术有了实质性的改进。此外,该模型能够在有新数据可用时更新参数。

著录项

  • 作者

    Kohandani, Farzaneh.;

  • 作者单位

    University of Waterloo (Canada).;

  • 授予单位 University of Waterloo (Canada).;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 2006
  • 页码 116 p.
  • 总页数 116
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 无线电电子学、电信技术;
  • 关键词

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