On Oct 25, 2012, at 10:32 PM, Santini Silvana wrote:

> Dear R users,
> I have used the following function (in blue)

No, we do not do "in blue" here. This is a monochrome mailing list.

> aiming to find the linear regression between MOE and XLA and nesting my data 
> by Species. I have obtained the following results (in green).
> model4<-lme(MOE~XLA, random = ~ XLA|Species, method="ML")summary(model4)
> Linear mixed-effects model fit by maximum likelihood Data: NULL         AIC   
>   BIC   logLik  -1.040187 8.78533 6.520094
> Random effects: Formula: ~XLA | Species Structure: General positive-definite, 
> Log-Cholesky parametrization            StdDev       Corr  (Intercept) 
> 1.944574e-01 (Intr)XLA         6.134158e-06 -0.884Residual    1.636428e-01    
>    
> Fixed effects: MOE ~ XLA                 Value  Std.Error DF   t-value 
> p-value(Intercept) 3.0558697 0.15075939 32 20.269847  0.0000XLA         
> 0.0000005 0.00000335 32  0.150811  0.8811 Correlation:     (Intr)XLA -0.861
> Standardized Within-Group Residuals:       Min         Q1        Med         
> Q3        Max -1.8354171 -0.4704322  0.1414749  0.5500273  1.5950338 
> Number of Observations: 38Number of Groups: 5 
> I have read that large correlation values such as,Correlation:     (Intr)XLA 
> -0.861"reflect an ill-conditioned model", in addition XLA does not have an 
> effect on the model p=0.88. These results are not logic when I look at my 
> data and therefore I think I am missing something in the model? It would be 
> very helpful if someone has some tips on this? In addition, I was wondering 
> if somebody knows what is the best way to visualise this kind of data (nested 
> data)?
> Thank you very much for any help and time.
> 
> 
>       [[alternative HTML version deleted]]

We also do not do HTML. This message is mangled.

-- 

David Winsemius, MD
Alameda, CA, USA

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