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Optimal fault detection with nuisance parameters and a general covariance matrix

机译:具有干扰参数和通用协方差矩阵的最优故障检测

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摘要

Optimal fault detection is addressed within a statistical framework. A linear model with nuisance parameters and a general covariance matrix (not necessarily diagonal) is considered. It is supposed that the nuisance parameters are unknown but non-random; practically, this means that the nuisance can be intentionally chosen to maximize its negative impact on the monitored system (for instance, to mask a fault). Two different invariant tests can be designed in such a case. It is shown that these methods are equivalent. An example of the ground-based Global Navigation Satellite System (GNSS) integrity monitoring in the case of an arbitrary diagonal covariance matrix of the pseudorange errors illustrates the relevance of the proposed approaches.
机译:在统计框架内解决最佳故障检测。考虑具有干扰参数和通用协方差矩阵(不一定是对角线)的线性模型。假定讨厌的参数是未知的但不是随机的。实际上,这意味着可以有意地选择讨厌的东西,以最大程度地增加其对受监视系统的负面影响(例如,掩盖故障)。在这种情况下,可以设计两个不同的不变检验。结果表明,这些方法是等效的。在伪距误差的任意对角协方差矩阵的情况下,基于地面的全球导航卫星系统(GNSS)完整性监视的示例说明了所提出方法的相关性。

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