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st: Out-of sample ARMA forecast error variance for confidence bands
From
Michael Bechtel <[email protected]>
To
<[email protected]>
Subject
st: Out-of sample ARMA forecast error variance for confidence bands
Date
Wed, 29 Jul 2009 14:41:54 +0200
Dear Statalist members
is there a convenient way to obtain confidence bands for ARMA (out-of
sample) forecasts in Stata? Computing this for a one-step ahead
forecast is simple, but more steps get complicated and also strongly
increase in complexity when using ARMA models with several AR and MA
terms. Any suggestions are greatly appreciated!
Many thanks in advance!
Michael Bechtel
PS: I read Robert Yaffee's reply back in 2006, but unfortunately this
advice only applies to one-step ahead forecasts (http://www.stata.com/statalist/archive/2006-06/msg00335.html
)
--
ETH Zürich
Dr. Michael M. Bechtel
Swiss Federal Institute of Technology Zurich
Center for Comparative and International Studies
WEC C 25
Weinbergstrasse 11
8092 Zürich
[email protected]
http://www.ib.ethz.ch/people/mbechtel
+41 44 632 62 68 Phone
+41 44 632 12 89 Fax
--------------------------------------------------------------
Am 29.07.2009 um 14:14 schrieb Giorgia Maffini:
Dear Statalist Members,
I wonder if anybody could kindly help me out with the following
problem.
I am using a difference-GMM estimator (Arellano and Bond (1991),
Review of
Economic Studies - AB) employing -xtabond2-. Instead of first-
differencing, I
would like to second-difference the equation and instrument some of
its
endogenous covariates with suitable lags of their own levels.
In other words, the dependent variable in the newly differenced
equation would
need to be D2.y = y_(it)-y_(it-2) [instead of D.y = y_(it)-y_(it-1),
as in the
standard AB framework]. The endogenous covariate would be D2.x =
x_(it)-x_(it-2)
[instead of D.x = x_(it)-x_(it-1), as in the standard AB framework].
I would
instrument D2.x with the levels x_(it-3), x_(it-4), etc. and other
suitable
instruments (e.g. z_it).
The following command does NOT seem to produce the requested
procedure:
xi: xtabond2 D2.y L.D2.y D2.x , /*
*/ gmm( y x , lag(3 4) collapse ) iv( z , passthru ) /*
noleveleq two robust
Does anybody know how to implement the aforementioned estimation
using -xtabond2- ?
The version of Stata that I am using is the following:
Stata/MP 10.1 for Windows 64-bit x86-64
Born 02 Feb 2009
Thank you for your consideration.
Regards,
Giorgia
-
Giorgia Maffini - Research Fellow
Oxford University Centre for Business Taxation - Said Business School
Park End Street, Oxford OX1 1HP
Tel: 01865 614847
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