The first exaample on the "lmer" help page uses a formula "Reaction ~ Days + (Days|Subject)". Here, "Subject" is the name of a column in the data.frame "sleepstudy", with levels "308", "309", ... .

Does this answer your question? If no, please provide commented, minimal, self-contained, reproducible code, as requested in the posting guide "http://www.R-project.org/posting-guide.html";. Your example is not "self-contained, reproducible".

Hope this helps. Spencer


Leigh Ann Starcevich wrote:
Dear guRus:

I am using lmer for a mixed model that includes a random intercept for a set of effects that have the same distribution, Normal(0, sig2b). This set of effects is of variable size, so I am using an as.formula statement to create the formula for lmer. For example, if the set of random effects has dimension 8, then the lmer call is:

Zs<- paste("Z",1:mb,sep="")
Trendformula <-as.formula(paste("LogY ~ WYear + (1+WYear|Site) + (1|", paste(paste(Zs,collapse="+"), ")")))
fit2.4a<-lmer(Trendformula, data = testsamp)

which, for mb=8, expands to:

fit1<-lmer(LogY ~ WYear + (1 | Site) + (1 | Year) + (1 | Z1+ Z2 + Z3 + Z4 + Z5 + Z6 + Z7 + Z8), data = testsamp)


I have no problems with this. However, if the set of random effects has a dimension of 30, then the lmer call is:

fit2<-lmer(LogY ~ WYear + (1 | Site) + (1 | Year) + (1 | Z1+Z2 + Z3 + Z4 + Z5 + Z6 + Z7 + Z8 + Z9 + Z10 + Z11 + Z12 + Z13 + Z14 + Z15 + Z16 + Z17 + Z18 + Z19 + Z20 + Z21 + Z22 + Z23 + Z24 + Z25 + Z26 + Z27 + Z28 + Z29+ Z30), data = testsamp)

In this case, I get an error because the name "Z1+Z2 + Z3 + Z4 + Z5 + Z6 + Z7 + Z8 + Z9 + Z10 + Z11 + Z12 + Z13 + Z14 + Z15 + Z16 + Z17 + Z18 + Z19 + Z20 + Z21 + Z22 + Z23 + Z24 + Z25 + Z26 + Z27 + Z28 + Z29+ Z30" is too long to print in the output. Is there any way to name the random effect in lmer so that the shorter (and more descriptive) name may be used and the error avoided? Or is there a way to combine these into a single variable prior to the lmer function call? In SAS, I am able to parameterize these as a Toeplitz structure with bandwidth 1.

Thanks for any help.

Leigh Ann Starcevich
Doctoral student
Oregon State University
Corvallis, Oregon
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