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A New Game Theory Approach for Noise Reduction in Cognitive Radio Network

机译:认知无线电网络中降低噪声的新博弈论方法

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Noise reduction is one of the fundamental signal processing functions of the cognitive radio system, as noise affects data integrity and obscures the using of the unused channels in the licensed spectrum of Primary Users (PU). The majority of traditional filter methods handles only specific types of noises in a certain range of frequencies. Despite the intensive research in this area, building accurate noise reduction engines that equilibria between signal-to-noise ratio and computational cost remain a holy grail. In this paper, we made our initial effort towards this issue by building a novel game theory engine for effective noise reduction that incorporates the advantage of both adaptive filtering and wavelet denoising strategies. Adaptive filter solves the convergence problem and low mean square error rate. Wavelet transform as a nonstationary signal analysis can describe signal's local features either spatially or spectrally and obtains the asymptotically optimal estimation of original signals. Game theory (GT) is adapted for optimal decision making under competition; so that it chooses the best strategies to achieve the best noise reduction equilibrium when others are affected by the decision of the individual player, as the experiments indicate that the proposed model on its ability to reduce noise significantly.
机译:降噪是认知无线电系统的基本信号处理功能之一,这是因为噪声会影响数据完整性,并且会妨碍使用许可的主要用户(PU)频谱中的未使用信道。大多数传统的滤波方法只能处理特定频率范围内的特定类型的噪声。尽管在该领域进行了深入的研究,但构建精确的降噪引擎以达到信噪比与计算成本之间的平衡仍然是一个圣杯。在本文中,我们通过构建一种新颖的博弈论引擎来有效地降低噪声,并结合了自适应滤波和小波降噪策略的优势,为解决这个问题做出了初步努力。自适应滤波器解决了收敛性问题和均方误差率低的问题。小波变换作为一种非平稳信号分析可以在空间上或频谱上描述信号的局部特征,并获得原始信号的渐近最优估计。博弈论(GT)适用于竞争条件下的最佳决策;因此,当其他因素受个体玩家的决定影响时,它会选择最佳策略来实现最佳降噪平衡,因为实验表明,所提出的模型具有显着的降噪能力。

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