1 Sep 18:19
Re: glmer, quasipoisson and standard errors of the coefficients
Dear Albert Romero
I am referring to SE-part of your question:
Lately I had the same problem as you had: SE of my lme-models overlap zero
to some extent. Of course, it could be that my variables are just bad. But
from other analysis I knew this could not be. On a bypass (I actually
wanted to find out something else) I had to find out that the SE-output of
R corresponds to the usually-called Standard Deviation. (Actually R assumes
that you are taking multiple data sets from the same population and you are
comparing their means --> in this case the output SE is correct). Two
senior bio-statisticians confirmed this. Look at:
G <- lm(rnorm(1000) ~rnorm(1000))
summary(G)
vcov(G)
vcov corresponds to the variances of the parameters, in the summary you
find the standard errors . You will find out that standard error^2 =
variances, thus SE ~ SD. So, with
SE/sqrt(n)
=> you obtain the SE that you want. I know, it sounds a bit strange that
this is the problem, but step-by-step calculations convinced me...
Maybe somebody can explain it in a statistically more comprehensive way.
Nevertheless, the outcome will be the same.
Best wishes
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