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Question on Quadratic and Cubic Parameters

Hi Scott, Hi Pedro,

   Scott, thank you for the comments on the polynomials.

   Regarding the NMDS axes, I was influenced by the ecological literature, in which nmds axes are taken as independent axes.

   I replaced the nmds axes by PCA axes obtained on hellinger-transformed species abundances, since Legender and Gallagher argued that this transformation allowed the formerly inadequate pca to be used on compositional abundances.

   Alexandre

Dr. Alexandre F. Souza 
Professor Adjunto II Departamento de Botanica, Ecologia e Zoologia  Universidade Federal do Rio Grande do Norte (UFRN)  http://www.docente.ufrn.br/alexsouza  Curriculo: lattes.cnpq.br/7844758818522706
 

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Enviadas: Sat, 05 Oct 2013 07:00:01 -0300 (BRT)
Assunto: R-sig-ecology Digest, Vol 67, Issue 3

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Today's Topics:

   1. Re: Question on Quadratic and Cubic Parameters (Scott Foster)
   2. Re: Question on Quadratic and Cubic Parameters (Pedro Pequeno)
   3. Re: Animal movement packages (Lutfor)


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Message: 1
Date: Fri, 4 Oct 2013 20:27:21 +1000
From: Scott Foster <scott.foster at csiro.au>
To: <r-sig-ecology at r-project.org>
Subject: Re: [R-sig-eco] Question on Quadratic and Cubic Parameters
Message-ID: <524E9809.1060806 at csiro.au>
Content-Type: text/plain; charset="UTF-8"; format=flowed

Hi,

Centring will help reduce the correlation amongst covariates -- it is a good (and old) trick.  A surer way is to use orthogonal polynomials.  They are
slightly harder to interpret, but often this is immaterial.  Try poly(x,3) and ?poly.  Another option would be to ditch the idea of using a global 
polynomial and use semi-parametric methods, such as B-splines (in library splines), or GAMMs (in library mgcv).

I fear that this is all fairly academic though.  Cubics may be good enough -- check the model through diagnostics.  Even though this is not trivial 
for mixed models.

What concerns me a bit is the comment that the dependent variable is obtained from an NMDS.  How is the uncertainty in the original data propagated 
through the NMDS and the mixed model?  At all?  Are there any comments / opinions about this?  Intrigued.

Scott
On 04/10/13 01:38, Zoltan Botta-Dukat wrote: