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Sphericity minimum description length: Asymptotic performance under unknown noise variance

机译:球形度最小描述长度:未知噪声方差下的渐近性能

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This paper revisits the model order selection problem in the context of second-order spectrum sensing in cognitive radio. Taking advantage of the recent interest on the generalized likelihood ratio (GLR), the asymptotic performance of the minimum description length (MDL) rule under unknown noise variance is addressed. In particular, by exploiting the asymptotically Chi-squared distribution of the GLR, a complete characterization of the error probability is reported, instead of approximating only the missed-detection probability as done in the literature.
机译:本文在认知无线电中的二阶频谱感知的背景下,重新审视了模型阶数选择问题。利用最近对广义似然比(GLR)的关注,解决了在未知噪声方差下最小描述长度(MDL)规则的渐近性能。特别是,通过利用GLR的渐近卡方分布,报告了错误概率的完整特征,而不是像文献中那样仅近似错过检测概率。

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