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To go one step further, there is also the Beveridge-Nelson decomposition: For unit-root tests, we will use various representation of the process.

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In order to illustrate the implementation of those tests, consider the following series. Here, for the simple version of the Dickey-Fuller test , we assume that. We can write the previous representation as. If we consider the previous model without the linear drift, we have to consider the following regression.

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If the statistics exceeds those values, then the series is not stationnary, since we cannot reject the assumption that. So we might conclude that there is a unit root. Actually, those critical values are obtained using. The problem with R is that there are several packages that can be used for unit root tests. Just to mention another one,.


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We do have here also a test where the null hypothesis is that there is a unit root. But the p -value is quite different. What is odd is that we have.

Again, we have to check if one coefficient is null, or not. Hopefully, the conclusion is the same we should reject the assumption that the series is stationary, but I am not sure about the computation of the p -value.

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So far, we have not included the drift in our model. But this is simple to do this will be called the augmented version of the previous procedure: The statistics of interest are obtained here considering some analysis of variance outputs, where this model is compared with the one without the integrated part, and the drift,.

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Here, in the KPSS testing procedure , two models can be considerd: Here, the null hypothesis is that the series is stationnary. One more time, it is possible to use another package to get the same test but again, a different output.

At least, there is some kind of consistency, since we keep rejecting the stationnary assumption, for that series. The code is here. Sold by One Dream. Click here for more information Delivery times are business days only, and do not include Sunday. Warranty See more details about warranty here. Customs and International Shipping fees included.

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