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Multi-dimensional Anderson-Darling statistic based goodness-of-fit test for spectrum sensing

机译:基于多维Anderson-Darling统计量的拟合优度检验

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In this paper, we propose a multi-dimensional extension of the Anderson-Darling statistic based goodness-of-fit lest for spectrum sensing in a cognitive radio network with multiple nodes. A technique lo evaluate the optimal detection threshold that satisfies a constraint on the false-alarm probability is discussed. Assuming stationary and known noise statistics, we show that this detector, called as the K-sample Anderson-Darling statistic based detector, outperforms the well-known energy detector under various practically relevant primary signal models and channel fading models, through extensive Monte Carlo simulations.
机译:在本文中,我们提出了基于安德森-达林统计量的拟合优度的多维扩展,以用于具有多个节点的认知无线电网络中的频谱感知。讨论了一种评估满足错误警报概率约束的最佳检测阈值的技术。假设有固定的和已知的噪声统计数据,我们展示了这种检测器,称为K样本基于Anderson-Darling统计量的检测器,通过广泛的蒙特卡洛模拟,在各种实际相关的主信号模型和信道衰落模型下,其性能均优于著名的能量检测器。 。

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