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A New Method of Processing Outliers in Measurement

机译:处理测量异常值的新方法

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摘要

This paper presents a method to process measured outliers. Through measurement we often get plenty of data that provides information about events. We define information in three kinds: effective information, useful information and bad information. Effective information tells the sample distribution mode of measurement data correctly, useful information reflects basic characters of the sample distribution, and bad information will disturb correct estimation. So we must restrict bad information, even get it out. For instance, outlier is bad information in measurement. Early in the first years of 19 century, robust estimation was used to cut down outliers. But there was less interest in robust estimation until computer technology had great development. The principles of robust against outliers are fully using effective information, considering useful information and forbidding bad information. Robust least square estimation can deal with the sample distribution, whose main body is normal distribution but contaminated by outliers. There are many sample distributions that do not fit normal distribution but fit other distributions in practice. The advantage of Beta distribution is that it includes other kinds of distributions. The proposed method can deal with measured data fitting not only contaminated normal distribution but also other distributions by applying the robust estimation based on Beta distribution.
机译:本文提出了一种处理被测离群值的方法。通过测量,我们经常获得大量的数据,这些数据提供了有关事件的信息。我们将信息定义为三种:有效信息,有用信息和不良信息。有效信息正确地指示了测量数据的样本分布方式,有用信息反映了样本分布的基本特征,不良信息会干扰正确的估计。因此,我们必须限制不良信息,甚至将其发布出去。例如,离群值是测量中的错误信息。在19世纪初期,使用了可靠的估计来减少异常值。但是直到计算机技术有了长足的发展之前,人们对鲁棒估计的兴趣不大。抵制离群值的原则是充分利用有效信息,考虑有用信息并禁止不良信息。稳健的最小二乘估计可以处理样本分布,样本分布的主体是正态分布,但受到异常值的污染。在实践中,有许多样本分布不适合正态分布,但适合其他分布。 Beta分布的优点是它包括其他种类的分布。通过应用基于Beta分布的鲁棒估计,该方法不仅可以处理受污染的正态分布的测量数据,还可以处理其他分布的数据。

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