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Analysis and Algorithm for Robust Adaptive Cooperative Spectrum-Sensing

机译:鲁棒自适应协作频谱感知的分析与算法

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摘要

The optimal data-fusion rule was first established for multiple-sensor detection systems in 1986. Most subsequent works have been focused on the corresponding implementation aspects. The probability of false alarm and the probability of miss detection used in this data-fusion rule are quite difficult to precisely enumerate in practice. Although the improved data-fusion implementation techniques are now available, most existing cooperative spectrum-sensing techniques are still based on the simple energy-detection algorithm, which is prone to failure in many scenarios. In this paper, we propose a novel adaptive cooperative spectrum-sensing scheme based on our recently proposed single-reception spectrum-sensing technique. We also found that the commonly-used sample-average estimator for the cumulative weights in the data-fusion rule becomes unreliable in time-varying environments. To overcome this drawback, we adopt a temporal discount factor, which is crucial to the probability estimators. New theoretical analysis to justify the advantage of our proposed new estimators over the conventional sample-average estimators and to determine the optimal numerical value of the proposed discount factor is presented. The Monte Carlo simulation results are also provided to demonstrate the superiority of our proposed adaptive cooperative spectrum-sensing method in both stationary and time-varying environments.
机译:最佳数据融合规则于1986年首次为多传感器检测系统建立。随后的大部分工作都集中在相应的实现方面。在实践中很难精确地枚举此数据融合规则中使用的虚假警报概率和未命中检测概率。尽管现在可以使用改进的数据融合实现技术,但是大多数现有的协作频谱感测技术仍基于简单的能量检测算法,该算法在许多情况下都容易出错。在本文中,我们基于我们最近提出的单接收频谱感知技术,提出了一种新颖的自适应协作频谱感知方案。我们还发现,在时变环境中,用于数据融合规则中累积权重的常用样本平均估计器变得不可靠。为了克服这个缺点,我们采用了时间折现因子,这对于概率估计器至关重要。提出了新的理论分析,以证明我们提出的新估计量相对于常规样本平均估计量的优势,并确定提议的折现因子的最佳数值。还提供了蒙特卡罗仿真结果,以证明我们提出的自适应协作频谱感测方法在平稳和时变环境中的优越性。

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