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Comparison of a Standard Gaussian Random Variable with a Steady Random Variable Having an Infinite Variance

机译:标准高斯随机变量与具有无限方差的稳态随机变量的比较

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摘要

It is shown that, using a finite sample, it is impossible to discriminate with a given probability of error between a random variable having an infinite variance and a standard Gaussian random variable. An exam- ple is given that illustrates the inconsistency of data processing algorithms in the case when the Gaussian model is erroneously chosen.
机译:结果表明,使用有限样本不可能在给定的误差概率下将具有无限方差的随机变量与标准高斯随机变量区分开。举例说明了错误选择高斯模型的情况下数据处理算法的不一致。

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