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Blind spectrum sensing based on the ratio of mean square to variance 被引量:4
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作者 Ye Yinghui Lu Guangyue 《The Journal of China Universities of Posts and Telecommunications》 EI CSCD 2016年第1期42-48,共7页
Anderson-Darling (AD) sensing, characteristic function (CF) sensing and order statistic (OS) sensing are three common spectrum sensing (SS) methods based on goodness of fit (GOF) testing. However, AD and OS ... Anderson-Darling (AD) sensing, characteristic function (CF) sensing and order statistic (OS) sensing are three common spectrum sensing (SS) methods based on goodness of fit (GOF) testing. However, AD and OS sensing needs the prior information of noise variance; CF and OS sensing have high computation complexity. To circumvent those difficulties, in this paper, the ratio of the mean square to variance (RM2V) of the samples, after deriving its probability density function (PDF), is employed as a test statistic to detect the availability of the vacant spectrum in the cognitive radio (CR) system. Then a blind SS method based on RM2V is proposed, which is dubbed as RM2V sensing, and its exact theoretical threshold is obtained via the derived PDF of RM2V. The performance of RM2V sensing is evaluated by theoretical analysis and Monte Carlo simulations. Comparing with the conventional energy detection (ED), AD, CF and OS sensing, RM2V sensing, with no need of noise variance, has advantages from the aspect of computation complexity and detection performance. 展开更多
关键词 cognitive radio spectrum sensing goodness of fit testing the ratio of the mean square to variance
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Stability and output feedback stabilization for systems with Markovian switching and impulse effects
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作者 Shen CONG Yun ZOU Yijun ZHANG 《控制理论与应用(英文版)》 EI 2010年第4期453-456,共4页
We investigate the exponential stability in the mean square sense for the systems with Markovian switching and impulse effects.Based on the statistic property of the Markov process,a stability criterion is established... We investigate the exponential stability in the mean square sense for the systems with Markovian switching and impulse effects.Based on the statistic property of the Markov process,a stability criterion is established.Then,by the parameterizations via a family of auxiliary matrices,the dynamical output feedback controller can be solved via an LMI approach,which makes the closed-loop system exponentially stable.A numerical example is given to demonstrate the method. 展开更多
关键词 Markov process IMPULSE Stability in the mean square sense Output feedback controller
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