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How to observe the MA() term
Posted: Thu Apr 25, 2013 5:22 pm
by modeler_ST
Hi,
After regressing the following model,
Y c X1 X2 MA(2)
I wished to verify manually the results in Excel.
I have the values of all variables Y, X1, X2 and their coefficients.
However I don’t know how to observe the MA(2) term.
Do you have any clue ?
Thanks a lot I have been looking for it for days !!
Re: How to observe the MA() term
Posted: Thu Apr 25, 2013 5:35 pm
by EViews Gareth
What does "observe the MA term" mean?
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:23 am
by modeler_ST
Its value.
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:30 am
by startz
An MA(1) process looks like
epsilon_t + theta*epsilon_(t-1)
Which of those do you want to observe?
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:33 am
by modeler_ST
The whole expression.
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:35 am
by startz
Code: Select all
series maTerm = resid +c(4)*resid(-2)
I think.
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:47 am
by modeler_ST
So in my program, I put:
equation insolv.ls Y X1 X2 MA(2)
series maTerm = resid +c(4)*resid(-2)
However it doesn't seem to work out. The maTerm value is too high.
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:53 am
by EViews Gareth
You appear to be missing a C
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:55 am
by modeler_ST
I am not using a constant in my model. And the MA is an MA(2)
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 7:56 am
by EViews Gareth
Your original post said:
After regressing the following model,
Y c X1 X2 MA(2)
Anyway, if you only have 3 coefficients, you need to change startz' code so that it uses c(3) rather than c(4).
Re: How to observe the MA() term
Posted: Fri Apr 26, 2013 8:04 am
by modeler_ST
Thanks a lot guys for your help.
Yes you're right I put a constant first. I wished to have an aswer for both cases actually.
I am quite new to eviews so I didn't think that would make a big change.
So now I'm putting:
equation insolv.ls Y X1 X2 MA(2)
series maTerm = resid +c(3)*resid(-2)
And the maTerm is even higher.