Again, X-12-ARIMA somehow manages to estimate ALL ARIMA models,
including the ones that the default routine CANNOT.
John
gretl-users-request(a)ricardo.ecn.wfu.edu wrote:
> Coming now to the crunch of the matter, there appear to exist
QUITE A
> FEW ARIMA models that CANNOT be estimated with gretl which gives a
> dialog box stating "The convergence criterion was not met".
> UNFORTUNATELY, there is NO OPTION to increase the number of iterations
> (or make the convergence threshold more lax). These models include:
>
> ARIMA(1,2,1)
> ARIMA(0,2,1)
>
> It should be noted that these models MAY BE ESTIMATED with X-12_ARIMA
> but not with the "default" ARIMA routine.
>
>
I do not know what models yo got estimated, I only know that the
models you
sent in your previous message was not working. I suppose you may have success
with models such as ARMA(1,2,0) or ARMA(2,2,0), this models are linear, so
maximum likelihood has an analitical solution and it is equivalent to OLS. So
in this case you obtain a direct estimation. The models with a MA part (and
the ARxARs as well) are not linear and finding the maximum of the likelihood
function require an iterative optimization routine. The difference between
the estimated likelihood from one iteration to the following one may be large
if you have few data, and so the process is difficult to converge.