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A robust test for predictability with unknown persistence

机译:对具有未知持久性的可预测性的强大测试

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This paper provides a robust test that is a data-dependent weighted average of the regression-based test and covariance-based test. This new test allows for multivariate cases and yields chi-squared inference regardless of whether predictors are stationary, local-to-unity or I(1). The new test improves the covariance-based test proposed by Maynard and Shimotsu (2009) in stationary cases. Furthermore, similar to the covariance-based test, the new test does not force the dependent variable and predictors to share the same order of integration under the alternative hypothesis. This is very important because empirically the dependent variable usually appears to be stationary while predictors may be (nearly) nonstationary. The test shows good performance in simulations. (c) 2020 Elsevier B.V. All rights reserved.
机译:本文提供了一种强大的测试,它是基于回归的测试和基于协方差的测试的数据相关的加权平均值。这种新测试允许多变量案例,并且不管预测因子是否是静止的,局部到统一或I(1)。新的测试改善了Maynard和Shimotsu(2009)在静止案件中提出的基于协方差的测试。此外,类似于基于协方差的测试,新测试不会强迫从属变量和预测器在替代假设下共享相同的集成顺序。这是非常重要的,因为经验上依赖变量通常似乎是静止的,而预测器可以是(几乎)的非稳定性。测试显示了良好的模拟性能。 (c)2020 Elsevier B.v.保留所有权利。

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