Thank you Gabor Grothendieck for your message.
I would surely like to say, that if someone wants to assume AR(1)
residuals, running the regression y ~ x, could run
gls(y~x, correlation = corAR1(0, ~1))
Constantine Tsardounis
http://www.costis.name
Thank you for the lightening replies.
I tested various corStruct objects (?corClasses) using the nlme
package and all work flawlessly.
My best regards to all...
Constantine Tsardounis
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You will need
library(nlme)
first.
But not for ?arima, which seems the more obvious way to do this simple
example.
On Mon, 16 Feb 2009, Michael Kubovy wrote:
?gls
On Feb 16, 2009, at 12:28 PM, constantine wrote:
In other statistical software, such as Eviews, it is possible to
regress a
?gls
On Feb 16, 2009, at 12:28 PM, constantine wrote:
In other statistical software, such as Eviews, it is possible to
regress a model with the Least Squares method, assuming that the
residuals follow an AR(q) process.
For example the resulting regression is something like
y = 1.2154 + 0.2215
Hi to all,
In other statistical software, such as Eviews, it is possible to
regress a model with the Least Squares method, assuming that the
residuals follow an AR(q) process.
For example the resulting regression is something like
y = 1.2154 + 0.2215 x + 0.251 AR(1)
How is it possible to do th
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