Hello,
I am writing a system of three equations and have a major issue with autocorrelation (a DW of 0.2 for one equation) when I run the SUR regression
To resolve the problem, I decided to do a VECM, but the third equation has a log lhs but an exponential in the rhs, so differencing the exponential would be tricky for this regression). So that went out the window.
I was wondering instead, if I can use a 3sls or GMM approach, using the lagged variables as instruments to deal with the autocorrelation issue. Im not sure it makes a lot of sense, but was wondering if anyone had come across this or other ways to resolve the issue of ACs.
I am using Eviews 8.
Any help would be greatly appreciated!
Autocorrelation in a system of equations
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PoachedWonk
- Posts: 11
- Joined: Sun May 17, 2015 6:18 am
Re: Autocorrelation in a system of equations
Hi guys,
I managed to fix the problem by including AR(1) terms into the model. you can do this by doing something along the lines of the following:
cs = c(1) + c(2)*gdp + [ar(1)=c(3), ar(2)=c(4)]
Cheers
I managed to fix the problem by including AR(1) terms into the model. you can do this by doing something along the lines of the following:
cs = c(1) + c(2)*gdp + [ar(1)=c(3), ar(2)=c(4)]
Cheers
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