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Assess stationarity of a growth variable
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Dear Matlab community,
I am trying to assess a time series variable for stationarity. To give you an idea what I am doing: The variable is "industrial production index" (INDPRO), which measures industrial output in the U.S.
As it may be a growth variable, I first took the logarithm:
logINDPRO = log(INDPRO);
I then took the first difference, using
DlogINDPRO = diff(logINDPRO);
The augmented dickey fuller test gives =1 as an output, so does the KPSS test. Thus, I took up to three differences, but it seems there is not really an improvement:
Here a time series plot and a correlogram for illustration:
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/148786/image.png)
It appears that there is still autocorrelation (or perhaps a trend?) in my process. I am not sure what to do next: Should I keep taking differences, or will I probably not be able to pass the text this way anyway?
I suspect that the shocks in the process cause failing the tests.
Is there probably another test which is more appropriate?
I believe that KPSStest and ADFtest should give me a test output of '0' in order to pass?
Thank you very much for your help, it is much appreciated. I am spending quite some time on this now.
Greeting from Australia,
Chris
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