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Linearity tests under the null hypothesis of a random walk with drift

机译:带有漂移的随机游走的零假设下的线性检验

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This paper examines the linearity tests against smooth transition autoregressive models under the null hypothesis of a random walk with drift. The results show that the limiting distribution of the Wald-type statistic proposed by Terasvirta (1994) and the statistic proposed by Harvey and Leybourne (2007) follow the standard distribution, whereas the robust statistic proposed by Harvey et al. (2008) diverges at a rate of . The finite sample simulations show is oversized, and the robust test proposed by Harvey and Leybourne (2007) has better power performance despite being slightly undersized. Therefore, the robust statistic is recommended to be used as a conservative test in practical applications.
机译:本文研究了带有漂移的随机游走的零假设下针对平稳过渡自回归模型的线性检验。结果表明,由Terasvirta(1994)提出的Wald型统计量以及Harvey和Leybourne(2007)提出的统计量的极限分布服从标准分布,而Harvey等人提出的稳健统计量遵循标准分布。 (2008年)以。有限样本仿真显示尺寸过大,尽管尺寸略小,但Harvey和Leybourne(2007)提出的稳健测试具有更好的电源性能。因此,建议在实际应用中将稳健统计量用作保守检验。

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