dear s-plus users,
thanks to douglas bates, bert gunter, and manuela huso for answering my
question about the meaning of the intercept's p-value in lme. the answer is:
The p-value is for the (marginal) test of the Intercept = 0 versus Intercept
!= 0.
I have another question pertaining to lme (to which I couldn't find answers
in pinheiro/bates: "mixed effects..."): when computed a lme-model (of change
in time of the criterion variable) with two predictors, one continuous, the
other factorial (3 categories):
model.lme <- lme(data = iip.in, random = ~in.therm | code, fixed = oqsd ~
(x1 + as.factor(thern)) * in.therm, na.action = na.omit),
the fixed effects part of the output looks like this
> summary(model.lme)
...
Fixed effects: oqsd ~ (x1 + as.factor(thern)) * in.therm
Value Std.Error DF t-value p-value
(Intercept) 40.90453 0.7882101 932 51.89547 <.0001
x1 -0.07581 0.2215110 532 -0.34226 0.7323
as.factor(thern)1 -1.04852 0.8783406 532 -1.19375 0.2331
as.factor(thern)2 0.09866 0.4917715 532 0.20062 0.8411
in.therm -0.38881 0.0450593 932 -8.62895 <.0001
x1:in.therm -0.00077 0.0133241 932 -0.05813 0.9537
as.factor(thern)1in.therm 0.05369 0.0457854 932 1.17262 0.2412
as.factor(thern)2in.therm -0.01635 0.0306450 932 -0.53351 0.5938
...
Number of Observations: 1472
Number of Groups: 536
How exactly does S-Plus calculate the degrees of freedom?
Thanks for any ideas.
Bernd
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