Mixed orders of integration.

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yanivd
Posts: 13
Joined: Sat May 03, 2014 12:37 pm

Mixed orders of integration.

Postby yanivd » Sat May 03, 2014 12:41 pm

Is there a way to model variables with different orders if integration using EViews?
In my case it is one variable I(1) and three I(0). Does this necessarily mean they cointegrate?

I can't find (books or otherwise) how one can deal with different orders of integration. I can't trust the cointegration tests because the orders are different.
I also can't say I expect any cointegration because most of my variables are naturally stationary...

Will be happy for any help or clue...

Thanks!

startz
Non-normality and collinearity are NOT problems!
Posts: 3796
Joined: Wed Sep 17, 2008 2:25 pm

Re: Mixed orders of integration.

Postby startz » Sat May 03, 2014 12:59 pm

I(0) variables cannot be cointegrated because they are not integrated.

yanivd
Posts: 13
Joined: Sat May 03, 2014 12:37 pm

Re: Mixed orders of integration.

Postby yanivd » Sat May 03, 2014 1:04 pm

That makes perfect sense :) - silly me.
So, how can one model this situation of one I(1) with three I(0) variables?
Can I just difference the one variable or (over) difference them all?
If I only difference one, how should I interpret the results, say IRFs?


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