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Cyclostationary spectrum sensing based fisher analyzer under stochastic geometric network model

机译:随机几何网络模型下基于循环平稳频谱传感的费舍尔分析仪

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Although spectrum sensing has been extensively researched, most of the existing works either assume that there is only one primary user (PU) or do not consider the topology of PU network at all. In this paper, a novel stochastic geometric network model is proposed to model the practical circumstances. In this model, the PU network is modeled as a random geometric network that following a Poisson point process (PPP) which can better describe small-scale mobile PUs. Different from the classical Shannon theorem that only considers noise, the aggregated interference caused by PUs located outside the sensing range is taken into account in this paper. The interference known as spatial alarm (SFA) can decrease the second user's (SU's) medium access probability. In this paper, cyclostationary spectrum sensing based partial QR decomposition (CSS-PQR) is adopted in each SU, and to obtain more effective and more accurate detection performance, a location-aware cooperative sensing algorithm that linearly combine multiple sensing results is used. Particularly the Fisher Analyzer (FA) is utilized to determine the linear coefficients. It can be proved that the proposed model is more accordant with practical circumstances, and the simulation results show that the proposed algorithm performs much better than the traditional ones, such as MAJ-OC based, ML-OC based CSS algorithms, in terms of false-alarm probabilities and detection probabilities.
机译:尽管已经广泛地研究了频谱感测,但是大多数现有工作要么假设只有一个主要用户(PU),要么根本不考虑PU网络的拓扑。本文提出了一种新颖的随机几何网络模型来对实际情况进行建模。在此模型中,PU网络被建模为遵循Poisson点过程(PPP)的随机几何网络,该点可以更好地描述小型移动PU。与仅考虑噪声的经典Shannon定理不同,本文考虑了位于感应范围之外的PU引起的聚集干扰。称为空间警报(SFA)的干扰会降低第二用户(SU)的媒体访问概率。本文在每个SU中采用基于循环平稳频谱感知的部分QR分解(CSS-PQR),为了获得更有效,更准确的检测性能,使用了一种将多个感知结果线性组合的位置感知协作感知算法。特别地,费舍尔分析仪(FA)用于确定线性系数。可以证明所提出的模型更符合实际情况,并且仿真结果表明,与传统的基于MAJ-OC的,基于ML-OC的CSS算法相比,所提出的算法具有更好的性能。 -警报概率和检测概率。

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