Dear Prof. Wood,
I read your methods of extracting the variance explained by each
predictor in different places. My question is: using the method you
suggested, the sum of the deviance explained by all terms is not equal to
the deviance explained by the full model. Could you tell me what caused
Simon,That produced exactly what I was looking for. Thanks so much for the
humble help.
KC
On Mon, Jul 13, 2009 at 9:10 AM, Simon Wood wrote:
> You can get some idea by doing something like the following, which compares
> the r^2 for models b and b2, i.e. with and without s(x2). It keeps the
It appears you are conflating beta coefficients (individual covariate
effect measures) with overall model fit measures. Beta coefficients
are not directly comparable to R-squared measures in ordinary least
squares analyses, so why would they be so in gam models?
I cannot tell whether you ac
You can get some idea by doing something like the following, which compares
the r^2 for models b and b2, i.e. with and without s(x2). It keeps the
smoothing parameters fixed for the comparison. (s(x,fx=TRUE) removes
penalization altogether btw, which is not what was wanted).
dat <- gamSim(1,n
Many thanks for the advice David. I would really like to figure out, though,
how to get the contribution of each factor to the Rsq - something like a
Beta coefficient for GAM. Ideas?
KC
On Sun, Jul 12, 2009 at 5:41 PM, David Winsemius wrote:
>
> On Jul 12, 2009, at 5:06 PM, Kayce Anderson wrote
On Jul 12, 2009, at 5:06 PM, Kayce Anderson wrote:
Hi,
I am using mgcv:gam and have developed a model with 5 smoothed
predictors
and one factor.
gam1 <- gam(log.sp~ s(Spr.precip,bs="ts") + s(Win.precip,bs="ts") +
s(
Spr.Tmin,bs="ts") + s(P.sum.Tmin,bs="ts") + s( Win.Tmax,bs="ts")
+fact
Hi,
I am using mgcv:gam and have developed a model with 5 smoothed predictors
and one factor.
gam1 <- gam(log.sp~ s(Spr.precip,bs="ts") + s(Win.precip,bs="ts") + s(
Spr.Tmin,bs="ts") + s(P.sum.Tmin,bs="ts") + s( Win.Tmax,bs="ts")
+factor(site),data=dat3)
The total deviance explained = 70.4%.
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