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Asymptotic distribution of the bootstrap parameter estimator for AR(1) process

机译:用于AR(1)过程的自举参数估计量的渐近分布

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In this paper we investigated the asymptotic distribution of the bootstrap parameter estimator of a first order autore-gressive AR(1) model. We described the asymptotic distribution of such estimator by applying the delta method and employing two different approaches, and concluded that the two approaches lead to the same conclusion, viz. both results converge in distribution to a normal distribution. We also presented the Monte Carlo simulation of the residuals bootstrap and application with real data was carried out in order to yield apparent conclusions.
机译:在本文中,我们研究了一阶自回归AR(1)模型的自举参数估计量的渐近分布。我们通过应用增量法并采用两种不同的方法描述了这种估计量的渐近分布,并得出结论,两种方法得出相同的结论,即。两种结果都收敛于正态分布。我们还提出了残差自举的蒙特卡洛模拟,并进行了实际数据的应用以得出明显的结论。

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