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question about AIC

Kyriakos Kachrimanis wrote:
AIC is a measurement of the distance between the current model and the
"true", unknown model, given the data. Therefore, it is not meaningful
by itself, but only when compared to other models (difference in AIC and
other derived statistics). Moreover, all the compared models must have
been fitted (with a maximum-likelihood method) on the same data set, and
with the same response (i.e. you can't directly compare y = f(x) and
log(y) = f(x)), but they don't need to be nested. In these conditions, a
model with AIC = -500 is much, much better than a model with AIC = 0.5.

A very good textbook is:
Burnham, K.P., Anderson, D.R., 1998. Model selection and inference: a
practical information-theoretic approach. New-York, Springer-Verlag, 353
p.
The second edition should be available soon.

Best,

Renaud