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A Complete Framework for Spectrum Sensing Based on Spectrum Change Points Detection for Wideband Signals

机译:基于频谱变化点检测的宽带信号频谱感知完整框架

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This paper presents a novel technique in spectrum sensing based on a new characterization of primary users signals in wideband communications. First, we have to remind that in cognitive radio networks, the very first task to be operated by a cognitive radio is sensing and identification of spectrum holes in the wireless environment. This paper summarizes the advances in the algebraic approach. Initial results have been already disseminated in few other conferences. This paper aims at finalizing and presenting the last results and the complete framework of the proposed technique based on algebraic spectrum discontinuities detection. The signal spectrum over a wide frequency band is decomposed into elementary building blocks of subbands that are well characterized by local irregularities in frequency. As a powerful mathematical tool for analyzing singularities and edges, the algebraic framework is employed to detect and estimate the local spectral irregular structure, which carries important information on the frequency locations and power spectral densities of the sensed subbands. In this context, a wideband spectrum sensing techniques was developed based on an analog decision function to multi-scale wavelet product. The proposed sensing techniques provide an effective sensing framework to identify and locate spectrum holes in the signal spectrum.
机译:本文提出了一种基于宽带通信中主要用户信号的新特性的频谱感测新技术。首先,我们必须提醒一下,在认知无线电网络中,认知无线电要进行的第一个任务是感测和识别无线环境中的频谱空洞。本文总结了代数方法的进展。初步结果已经在其他几次会议上散发。本文旨在最终确定并提出基于代数谱不连续检测的拟议技术的最后结果和完整框架。宽频带上的信号频谱被分解为子频带的基本构造块,这些子频带的特征是频率局部不规则。作为分析奇异点和边缘的强大数学工具,代数框架用于检测和估计局部频谱不规则结构,该结构携带有关感测子带的频率位置和功率谱密度的重要信息。在这种情况下,基于对多尺度小波乘积的模拟决策函数,开发了宽带频谱感测技术。所提出的感测技术提供了一种有效的感测框架,以识别和定位信号频谱中的频谱孔。

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