El Monday 28 July 2008 14:53:20 Riccardo (Jack) Lucchetti escribió:
You're not boring at all, Ignacio. In fact, I've been
thinking a bit about
the ARMA issue. See if the following would be acceptable to you: under the
new syntax I have in mind, we would estimate models of the form
A(L) (y_t - x_t \beta) = z_t \gamma + C(L) \epsilon_t
where
A(L) = (1-\phi_1 L-...-\phi_p L^p) (1-\Phi_1 L^s-...-\Phi_P L^(sP))
\Delta^d \Delta_s^D B(L) = (1-\theta_1 L - ... - \theta_q L^q) (1 -
\Theta_1 L^s - ... \Theta_Q L^(sQ))
with the syntax
arima p d q ; P D Q ; y Xlist ; Zlist
Note that the A(L) polynomial contains the difference operators and is
applied to y_t _and_ to x_t. This should cover all the concerns you
raised. By the way, we'd get rid of the unpleasant asymmetry between
conditional ML (least squares) and full ML.
The modifications to the conditional estimator to accomplish this are not
impossible. The MLE estimator may require some more work.
Would this be acceptable? If it is, I'll start working on this by end of
August/start of September (sorry, no, it can't be earlier), so it won't be
in 1.7.6, which should ship sooner than this (session bugs were quite
nasty).
That would resolve the problem and it would be very good, a nice improvement,
an extension of the range of models that gretl manages at present.
Don't worry about the dates (I will be on holidays on august as well), I just
wanted to remember this for including in the changes to gretl 2.0.
--
Ignacio Diaz-Emparanza
DEPARTAMENTO DE ECONOMÍA APLICADA III (ECONOMETRÍA Y ESTADÍSTICA)
UPV/EHU
Avda. Lehendakari Aguirre, 83 | 48015 BILBAO
T.: +34 946013732 | F.: +34 946013754
www.et.bs.ehu.es