Re: [R-sig-eco] Binomial GLMM or GAMM with random intercept and temporal correlation

2014-09-03 Thread SamiC
Thanks for the responses.  I am going to try modelling the binomial data with
a covariate representing the previous value and see if that's sufficient.

I haven't used INLA, I have some experience with JAGs but not sure where to
start with modelling temporal structures there.  I need to model both
regularly space and regularly spaces correlation.

For the gaussian data I have, I am using lme.  Is it ok to select temporal
correlation strucutres based on AIC between REML models.  I am trying a
number of correlation structures (e.g. corSpher, corExp, corAR1).

Thanks

Sam



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Re: [R-sig-eco] Manova and DFA analysis

2014-09-03 Thread Sarah Goslee
Hi,

Those aren't really R questions, nor are they questions we can answer
without a great deal more information. Your very best course would be
to set up an appointment with a local statistician who can help you.

If that isn't an option for you, a statistics forum would be a better
place to ask.

Sarah

On Wed, Sep 3, 2014 at 7:10 AM, Mohammed Almalki m11m...@hotmail.com wrote:
  Dear all,


 I am new user for R program and I am
 looking for somebody to help me with Manova and discriminant function 
 analysis DFA .

 I have four measurement traits for bird
 species (weight, wing length, tarsus length and bill length) and I would like
 to test for differences in body size between males and females of this 
 species.



 FIRST, I applied MANOVA using (weight,
 wing length, tarsus length and bill length) as dependent variables and sex as
 an independent variable. In order to identify the significance of sex
 differences for each dependent variable using this form:

 rm

 data1-read.csv(C:/Users/Desktop/CP/CP_NOMISS.csv)

 names (data1)

 attached(data1)

 head(data1)

 manova1 - manova (cbind (Weight,
 Wing.Length, Tarsus.Length, Bill.Length)~ as.factor (Sex), data=data1)

 summary (manova1)

 summary.aov(manova1)

 After that I got four tables (one table
 for each variable)

 My questions are:

 1. Is what I did correct and enough to
 get Manova results?

 2. what is the most important result can
 describe the difference is it F value or Pr(F) value

 2. How I can describe the results in
 figure?



 SECOND, I applied discriminant function
 analysis (DFA) on the four morphological characters using the package MASS in
 order to identify the variable that differed most between males and females 
 using
 this form:

 rm

 library (MASS)

 data1-read.csv(C:/Users/Desktop/CP/CP_NOMISS.csv)

 head(data1)

 attach (data1)

 data1

 plot(data1[ ,c(2,3,4,5)], col=data1[ ,1])

 data1.lda - lda(SEX~WG + WL + TL +
 BL, data=data1)

 data1.lda

 After that I got this result:

 Coefficients of linear discriminants:

 LD1

 WG -0.001040297

 WL -0.011554912

 TL
 0.030233583

 BL
 0.498226667

 1.Is what I did enough to say the
 variable that differed most between males and females is BL  0.498. And does 
 this difference is reliable?

 OR there are other steps I have to do.


 Please excuse the long email.

 Thank you very much in advance for any
 help you can provide.
 Best regards,Mohammed


-- 
Sarah Goslee
http://www.functionaldiversity.org

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[R-sig-eco] Standardising and transformation of explanatory/independent/predictor variables for multiple regression analysis

2014-09-03 Thread Samantha Cox
Dear R-sig-ecology,

I have spent some time trawling the internet, and seem to come across slight 
conflicting advice regarding the standardisation and transformation of 
variables prior to multiple regression analysis (e.g. LM, LME/GLS, GLM, GLMM, 
GAM, GAMM).  I searched the archives here and I don't think this is a repeat, 
but I apologise if it is.


1.   I understand that standardisation (subtract mean and divide by 
standard deviation) is important within a Bayesian environment and when using 
programs such as Rjags.  However within frequentist packages (e.g. lme4, MASS 
etc) under what (if any) circumstances is it necessary?



2.   Are transformations (e.g. log, sqrt etc) necessary for non-normal 
(highly skewed) explanatory variables or where extreme/outliers are observed.  
Some literature says this is necessary, other say it is not.  Is the current 
consensus that transformations are generally not required on 
predictor/explanatory variables?


Thank you

Sam

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[R-sig-eco] Four available places on GLMM course in Banff

2014-09-03 Thread Highland Statistics Ltd

There are four remaining places on the following course:


Course: Introduction to MCMC, Linear mixed effects models and GLMM with R
When: 22-26 September, 2014
Where: Parks Canada, Banff, Canada
Flyer: http://www.highstat.com/Courses/Flyer2014_09Banff.pdf

Course website: http://www.highstat.com/statscourse.htm


Kind regards,

Alain Zuur




--
Dr. Alain F. Zuur

First author of:
1. Beginner's Guide to GAMM with R (2014).
2. Beginner's Guide to GLM and GLMM with R (2013).
3. Beginner's Guide to GAM with R (2012).
4. Zero Inflated Models and GLMM with R (2012).
5. A Beginner's Guide to R (2009).
6. Mixed effects models and extensions in ecology with R (2009).
7. Analysing Ecological Data (2007).

Highland Statistics Ltd.
9 St Clair Wynd
UK - AB41 6DZ Newburgh
Tel:   0044 1358 788177
Email: highs...@highstat.com
URL:   www.highstat.com

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Re: [R-sig-eco] Standardising and transformation of explanatory/independent/predictor variables for multiple regression analysis

2014-09-03 Thread Scott Foster

Dear Sam,

I hear your concern and I sympathise.  The reason for the conflicting advice, in my opinion, is partly historical and partly due to academic 
heredity.  When people first started doing statistical analyses, they didn't have computers and all calculations had to be done by hand.  This, 
coupled with a statistical theory in its infancy, limited the choice of analysis methods.  The result was the pragmatic approach of 
altering-your-data-to-fit-the-method.  There still is, of course, some good reasons to do this, but only sometimes.


Now to answer your questions.  Standardisation of covariates doesn't have inferential benefits.  That is the model you fit will still be the same 
irrespectively.  If you transform your covariates (by a non-linear transformation) then the model will change.  The reason for standardising is to 
avoid computational issues (like numerical underflow and overflow) and some believe it helps to place priors on in a Bayesian analysis.  The reason 
for transforming is quite different.  It is done when you believe that the scale of the covariate is different to that measured.  When fitting smooths 
(GAM(M)s) then the scale shouldn't matter so much anyway, but there still will be some dependence through the location of knots and the distance 
between points in covariate space.


Observations with outlying covariates are likely to have high leverage (they have an excessive amount of influence on the analysis result).  Some 
would argue that you should transform these covariates to account for them.  I would only transform if I thought the scale was wrong, or there were 
other (larger) issues with the data/analysis.  In preference, I would try to do an analysis that reduced the influence of these covariate values.  The 
extreme case is to remove that observation altogether (assume that the observation actually comes from a different sampling frame than you are 
interested in).  A less extreme approach would be to down-weight the observation, or use bootstrap, or resistant/robust methods. These are just 
suggestions that I'm not overly familiar with.  I have used them before but I need to look them up each time).


I hope that this helps,

Scott



On 04/09/14 03:34, Samantha Cox wrote:

Dear R-sig-ecology,

I have spent some time trawling the internet, and seem to come across slight 
conflicting advice regarding the standardisation and transformation of 
variables prior to multiple regression analysis (e.g. LM, LME/GLS, GLM, GLMM, 
GAM, GAMM).  I searched the archives here and I don't think this is a repeat, 
but I apologise if it is.


1.   I understand that standardisation (subtract mean and divide by 
standard deviation) is important within a Bayesian environment and when using 
programs such as Rjags.  However within frequentist packages (e.g. lme4, MASS 
etc) under what (if any) circumstances is it necessary?



2.   Are transformations (e.g. log, sqrt etc) necessary for non-normal 
(highly skewed) explanatory variables or where extreme/outliers are observed.  
Some literature says this is necessary, other say it is not.  Is the current 
consensus that transformations are generally not required on 
predictor/explanatory variables?


Thank you

Sam

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This email and any files with it are confidential and intended solely for the 
use of the recipient to whom it is addressed. If you are not the intended 
recipient then copying, distribution or other use of the information contained 
is strictly prohibited and you should not rely on it. If you have received this 
email in error please let the sender know immediately and delete it from your 
system(s). Internet emails are not necessarily secure. While we take every 
care, Plymouth University accepts no responsibility for viruses and it is your 
responsibility to scan emails and their attachments. Plymouth University does 
not accept responsibility for any changes made after it was sent. Nothing in 
this email or its attachments constitutes an order for goods or services unless 
accompanied by an official order form.

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--
Scott Foster
CSIRO
E scott.fos...@csiro.au T +61 3 6232 5178
Postal address: CSIRO Marine Laboratories, GPO Box 1538, Hobart TAS 7001
Street Address: CSIRO, Castray Esplanade, Hobart Tas 7001, Australia
www.csiro.au

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