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Central limit theorem and law of iterated logarithm for least squares algorithms in adaptive tracking

机译:自适应跟踪中最小二乘算法的中心极限定理和迭代对数律

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摘要

In autoregressive adaptive tracking, we prove that the least squares and the weighted least squares algorithms possess the same asymptotic properties, sharing the same central limit theorem and the same law of iterated logarithm. We also obtain the same asymptotic behavior and show the limitations of these results in the autoregressive with moving average framework. [References: 26]
机译:在自回归自适应跟踪中,我们证明了最小二乘和加权最小二乘算法具有相同的渐近性质,共享相同的中心极限定理和相同的对数迭代定律。我们还获得了相同的渐近行为,并在带有移动平均框架的自回归中显示了这些结果的局限性。 [参考:26]

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