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Nonlinear Cointegration and Nonlinear Error Correction: Record Counting Cointegration Tests

机译:非线性协整和非线性误差校正:记录计数协整检验

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In this article we propose a record counting Cointegration (RCC) test that is robust to nonlinearities and certain types of structural breaks. The RCC test is based on the synchronicity property of the jumps (new records) of cointegrated series, counting the number of jumps that simultaneously occur in both series. We obtain the rate of convergence of the RCC statistics under the null and alternative hypothesis. Since the asymptotic distribution of RCC under the null hypothesis of a unit root depends on the short-run dependence of the cointegrated series, we propose a small sample correction and show by Monte Carlo simulation techniques their excellent small sample behaviour. Finally, we apply our new Cointegration test statistic to several financial and macroeconomic time series that have certain structural breaks and nonlinearities.
机译:在本文中,我们提出了一种记录计数协整(RCC)测试,该测试对非线性和某些类型的结构断裂具有鲁棒性。 RCC测试基于协整序列的跳跃(新记录)的同步性,计算两个序列中同时发生的跳跃数。我们获得了原假设和替代假设下RCC统计数据的收敛速度。由于在单位根零假设下RCC的渐近分布取决于协整级数的短期依赖关系,因此我们提出了一种小样本校正方法,并通过蒙特卡洛模拟技术证明了其出色的小样本行为。最后,我们将新的协整检验统计量应用于具有一定结构性中断和非线性的多个金融和宏观经济时间序列。

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