Re: [R] lme and lmer df's and F-statistics again

2008-10-09 Thread Julia S.

Hi Peter,

thanks a lot for your help. Very much appreciated.

Cheers,

Julia



Peter Dalgaard wrote:
 
 Julia S. wrote:
 Hi there,

 thanks for your help. I did read Bates statement several times, and I am
 very glad and thankful that many statisticians spend much time on this.
 The
 problem is, as Dieter pointed it out, that many end users often have to
 use statistics without being able to fully understand the math behind it.
 Because if they would spend as much time on that as statisticians do,
 they
 wouldn't be able to do what they do where they use statistics for. 
 And, no, I don't expect that a simple answer exists, but it might be
 that
 somebody had a similar problem like me before and may have a convincing
 line
 for a referee at hands. I have problems reformulating what I read here in
 my
 own words.  

 Dieter: when you write:
 but to use lme instead when possible do you mean that when using lme
 the
 F-stats are correct? Because I assumed that the problem would be the same
 with lme. 

 Julia
   
 They aren't... And they can be badly wrong in some cases.
 
 At this stage, I think the best one can do is to get a feeling for
 whether the DF would be large and if so,  convince the referee to
 accept an asymptotic chi-square test (Wald or LRT type).
 
 I think that the rationale for requiring authors to state the DF is not
 so much that journals believe in mighty SAS, but that they want to be
 able to catch completely wrong analyses, like when people compare two
 groups of each 5 rats and get a denominator DF of around 100 because
 there were 10 (correlated) measurements on each rat and no between-rats
 variation in the model.
 
 As for figuring out whether or not you have large DF; if you have a
 nearly balanced design. it might be worth looking into what aov() says
 would be the DF for the same model with balanced data.
 
 (And in any case, all DF-type corrections are in a sense wrong because
 they depend on 3rd and 4th moments of the Gaussian distribution, and
 your data probably aren't perfectly Gaussian.)
 
 -- 
O__   Peter Dalgaard Ă˜ster Farimagsgade 5, Entr.B
   c/ /'_ --- Dept. of Biostatistics PO Box 2099, 1014 Cph. K
  (*) \(*) -- University of Copenhagen   Denmark  Ph:  (+45) 35327918
 ~~ - ([EMAIL PROTECTED])  FAX: (+45) 35327907
 
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Re: [R] lme and lmer df's and F-statistics again

2008-10-08 Thread Julia S.

Hm. 

Bert Gunter wrote:
 
 that even the most technical
 aspects of the discipline can be made manifest to anyone with half a brain
 and a stat 101 course under their belt.
 
 
I don't think this is something I can use in a rebuttal. The reviewer may be
offended and reviewers are people one does not want to offend. 

In general, I disagree. This get a bit philosophical, but well.

I think there are some occasions where it is important to explain
complicated things in few, easy to understand sentences to laymen (even if
that means loss of preciseness). That has to be done (and was done in the
past) with the other examples you give (thermodynamics, Krebs cycle ect.)
fairly often, especially when politics are involved (think LHC, stem cells,
or, even the structure of the DNA). Even for very difficult topics this
needs to be done. 
I think our (maybe most challenging) duty as researchers paid by tax money
is also to explain our sometimes very complicated research to laymen in an
easy understandable manner. Albeit it is of course not your duty to explain
it to me on this list, if you are offended by my attitude. 

Isn't it the most normal thing to ask for an explanation when somebody
doesn't understand something? I've learned that asking is a good way of
learning new things. Sorry if that offended you.


Confused,

Julia



Cheers,

Julia
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Re: [R] lme and lmer df's and F-statistics again

2008-10-08 Thread Julia S.


Hi there,

thanks for your help. I did read Bates statement several times, and I am
very glad and thankful that many statisticians spend much time on this. The
problem is, as Dieter pointed it out, that many end users often have to
use statistics without being able to fully understand the math behind it.
Because if they would spend as much time on that as statisticians do, they
wouldn't be able to do what they do where they use statistics for. 
And, no, I don't expect that a simple answer exists, but it might be that
somebody had a similar problem like me before and may have a convincing line
for a referee at hands. I have problems reformulating what I read here in my
own words.  

Dieter: when you write:
but to use lme instead when possible do you mean that when using lme the
F-stats are correct? Because I assumed that the problem would be the same
with lme. 

Julia
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[R] lme and lmer df's and F-statistics again

2008-10-06 Thread Julia S.

Dear R-users,

I did do a thorough search and read many articles and forum threads on the
lme and lmer methods and their pitfalls and problems. I, being not a good
statistician but a mere user, came to the conclusion that the most correct
form of reporting statistics for a mixed linear model would be to report the
parameter estimates and SEs, and, if the sample size is considerably high,
p-values of a student's t-test on those. 

Now, I did that in my article and I got a response from a reviewer that I
additionally should give the degrees of freedom, and the F-statistics. From
what I read here, that would be incorrect to do, and I sort of intuitively
also understand why (at least I think I do). 

Well, writing on my rebuttal, I find myself being unable to explain in a
few, easy to understand (and, at the same time, correct) sentences stating
that it is not a good idea to report (most likely wrong) dfs and F
statistics. Can somebody here help me out with a correct explanation for a
laymen? 

Any help is dearly appreciated,

Jule
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