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Testing for randomness in a random coefficient autoregression model

机译:随机系数自回归模型中的随机性测试

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We propose a test to discern between an ordinary autoregressive model, and a random coefficient one. To this end, we develop a full-fledged estimation theory for the variances of the idiosyncratic innovation and of the random coefficient, based on a two-stage WLS approach. Our results hold irrespective of whether the series is stationary or nonstationary, and, as an immediate result, they afford the construction of a test for "relevant" randomness. Further, building on these results, we develop a randomised test statistic for the null that the coefficient is non-random, as opposed to the alternative of a standard RCA(1) model. Monte Carlo evidence shows that the test has the correct size and very good power for all cases considered. (C) 2019 Elsevier B.V. All rights reserved.
机译:我们建议在普通自回归模型和随机系数之间进行辨别。 为此,我们基于两阶段WLS方法,为特殊创新的差异和随机系数的差异开发了一个完整的估计理论。 我们的结果无论该系列是静止的还是不存在的,那么作为一个即时结果,他们都可以建设“相关”随机性的测试。 此外,在这些结果上构建,我们为NULL开发了一个随机的测试统计,即系数是非随机的,而不是标准RCA(1)模型的替代。 Monte Carlo证据表明,该测试具有正确的尺寸,对所有案例考虑的所有案例具有非常好的力量。 (c)2019年Elsevier B.V.保留所有权利。

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