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Markov-switching models with endogenous explanatory variables

机译:具有内生解释变量的马尔可夫切换模型

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The maximum likelihood estimation of a Markov-switching regression model based on the Hamilton filter is not valid in the presence of endogenous explanatory variables. However, we show that there exists an appropriate transformation of the model thatallows us to directly employ the Hamilton filter. The transformed model explicitly allows for a vector of bias correction terms as additional regressors, and the new disturbance term is uncorrelated with all the regressors in the transformed model. Within this framework, a quasi maximum likelihood estimation procedure is presented. A procedure to test for endogeneity based on the Wald statistic or the likelihood ratio statistic is also presented.
机译:在存在内生解释变量的情况下,基于汉密尔顿过滤器的马尔可夫切换回归模型的最大似然估计无效。但是,我们表明存在对模型的适当转换,使我们可以直接使用汉密尔顿滤波器。转换后的模型明确允许使用偏差校正项的向量作为其他回归项,并且新的干扰项与转换后的模型中的所有回归项都不相关。在此框架内,提出了一种准最大似然估计程序。还提出了基于Wald统计量或似然比统计量来测试内生性的过程。

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