[R-sig-ME] Non normal random effects
Eric Edeline
edeline at biologie.ens.fr
Sat Nov 27 19:31:59 CET 2010
Here are model coeffs, which are indeed very different between the two
models for some effects:
1> m1 at fixef
(Intercept) log(Slope)
log(Width) Temp
64.3355546922 0.0176278497 -0.0301275431
-3.8692860013
log(D) log(Compint2)
log(Predln102) Year
0.0021372925 0.0023000751 0.0327498020
-0.0294303421
Temp:log(D) Temp:log(Compint2) Temp:log(Predln102)
Temp:Year
-0.0032965368 -0.0013422775 -0.0008383696
0.0019082777
1> m2 at fixef
(Intercept) log(Slope)
log(Width) Temp
49.601725055 -0.113952871 -0.013659799
-2.285783668
log(D) log(Compint2)
log(Predln102) Year
0.023140502 0.055044993 -0.252180423
-0.023767542
Temp:log(D) Temp:log(Compint2) Temp:log(Predln102)
Temp:Year
-0.006871451 -0.011123770 0.010086872
0.001163320
In m1 I indeed meant "Station" within "Species". Actually, the full
model I have selected so far is much more complex and includes several
nested random effects + variance functions in lme:
m3<-lme(log(Length)
~log(Slope)+log(Width)+log(Fcl)+Nb.species+Temp*log(D)+Temp*log(Compint2)+Temp*log(Predln102)+Temp*Year,
data=Data, na.action=na.omit, random=list(Species=pdDiag(form=~1),
Strategy=pdDiag(form=~1), Method=pdDiag(form=~1),
Region=pdDiag(form=~1), Station=pdDiag(form=~1)), control=list(maxIter=100),
weights=varComb(varPower(form=~D), varPower(form=~Predln102),
varPower(form=~Compint2)))#AIC 50945.01
Maybe this is too complex, but this is the best structure in terms of
AIC. Still, the problem of skewed residuals from having a species effect
remains (even as a fixed effect in simple lm models), and I really can't
figure out why...
On 11/27/2010 07:14 PM, valerio.bartolino wrote:
> Dear Eric,
> I'm impressed by the drop in the AIC due to the 'Species' variable. I
> think it could be useful comparing the coefficients estimated for the
> fixed effects between the two models. It may be the case that they are
> rather different between m1 and m2. I would pay great attention to the
> interpretation of the effect of each variable.
>
> Hope this could help
>
> Valerio
>
>
> On Fri, 2010-11-26 at 21:04 +0100, Eric Edeline wrote:
>
>> Dear list,
>>
>> is non normality of random effects a serious issue for inference on the
>> fixed effects? I am having a non normal random effect that tremendously
>> improves model AIC.
>>
>> Thanks!
>>
>>
>
--
Eric Edeline
Assistant Professor
UPMC-Paris6
UMR 7618 BIOEMCO
Ecole Normale Supérieure
46 rue d'Ulm
75230 Paris cedex 05
France
Tel: +33 (0)1 44 32 38 84
Fax: +33 (0)1 44 32 38 85
http://www.biologie.ens.fr/bioemco/biodiversite/edeline.html
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