My variables are measured on a randomized block with a subsample, where my treatment methods are 23 Accesion. I have 3 full blocks and 6 samples per block. The sample data frame has 4 response variables (LH, REN, FTT, DFR), Accesion (processing), Bloque (block number), and a graph (i.e., a variable that takes into account subsampling). Data head:
Plot Accesion Bloque LH REN FTT DFR
1 221 22 1 20.6 1127 23 88
2 221 22 1 20.5 1638 20 88
3 221 22 1 24.5 1319 16 88
4 221 22 1 21.4 960 17 88
5 221 22 1 25.7 1469 18 88
6 221 22 1 25.8 1658 21 88
Thus, the data are abnormal and heterosedical for almost all 100 response variables after all types of transformations (log, boxcox, power, etc.). Most variables show a chi-square or Poisson distribution with a different dispersion for each Accesion.

glmer() FTT . :
FTTglme = glmer(FTT ~ Accesion + Bloque + (1|Plot), data = Lyc,
family=poisson(link="identity"))
.test(). , , , . Accesion :

, , glme. , , , :
vf <- varIdent(form=~Accesion)
FTTglme = glmer(FTT ~ Accesion + Bloque + (1|Plot), data = Lyc,
family=poisson(link="identity"), weights = vf)
, Accesion. :
Error in model.frame.default(data = Lyc, weights = varIdent(form = ~Accesion), :
variable lengths differ (found for '(weights)')
- , Accesions glmer()?
.