[R-sig-ME] binary trait
Jarrod Hadfield
j.hadfield at ed.ac.uk
Thu Dec 1 20:49:05 CET 2016
Hi,
It looks like you might have complete separation in the fixed effects,
and therefore under/overflow. Are there some years or farms where all
animals have a zero or one? Treating them as random effects might
alleviate the problem, and be a sensible option anyway given the number
of levels.
Cheers,
Jarrod
On 01/12/2016 15:29, Mohamed Salem wrote:
> Dears,
> I am trying to use MCMCglmm to estimate heritability for binary trait.
> I used this model
> "
>
> prior <- list(R = list(V = 1, fix = 1), G = list(G1 =
>
> list(V = 1, nu = 1000, alpha.mu = 0, alpha.V = 1)))
>
>
>
> model1 <- MCMCglmm(SB ~ 1 + Farm +year, random = ~animal, family =
> "ordinal",
>
> prior = prior, pedigree = Ped, data = Data, nitt = 1e+06,burnin = 10000,
> thin = 100)
> and when I diagnosed the MCMC work by autocorr.diag(model1$VCV)
> I found this results
> animal units
> Lag 0 1.0000000 NaN
> Lag 100 0.9786790 NaN
> Lag 500 0.9092071 NaN
> Lag 1000 0.8360430 NaN
> Lag 5000 0.4860764 NaN
>
> the total number of animals is 2800 animal
>
> the summary of the analysis are
> Iterations = 10001:999901
> Thinning interval = 100
> Sample size = 9900
>
> DIC: 1347.1
>
> G-structure: ~animal
>
> post.mean l-95% CI u-95% CI eff.samp
> animal 1.433 8.014e-08 4.598 64.81
>
> R-structure: ~units
>
> post.mean l-95% CI u-95% CI eff.samp
> units 1 1 1 0
>
> Location effects: SB ~ 1 + Farm + year
>
> post.mean l-95% CI u-95% CI eff.samp pMCMC
> (Intercept) -5.836e+02 -1.003e+03 -4.714e+00 2.632 0.000404 ***
> Farm2 -7.124e-02 -6.184e-01 4.535e-01 3785.279 0.803636
> Farm3 -2.997e-01 -8.896e-01 2.803e-01 886.117 0.288889
> Farm4 -1.194e-01 -1.213e+00 9.619e-01 7819.001 0.836162
> Farm5 5.514e-01 -9.988e-02 1.279e+00 652.534 0.071919 .
> Farm6 4.886e-01 -1.597e-01 1.149e+00 655.714 0.097172 .
> year1978 3.215e+02 -4.543e+02 8.054e+02 3.190 0.353535
> year1979 1.188e+03 1.480e+02 2.099e+03 1.665 < 1e-04 ***
> year1980 1.952e+02 -1.496e+02 6.365e+02 5.395 0.394343
> year1981 5.817e+02 -1.770e+00 9.969e+02 2.623 0.001818 **
> year1982 3.986e+02 -3.734e+02 9.482e+02 2.515 0.356768
> year1983 4.984e+02 -6.546e+01 1.014e+03 2.381 0.167071
> year1984 5.007e+02 -8.501e+01 9.976e+02 2.620 0.193535
> year1985 2.057e+02 -1.166e+02 6.239e+02 5.649 0.350505
> year1986 5.812e+02 1.908e+00 1.000e+03 2.619 0.002424 **
> year1987 5.809e+02 2.574e+00 1.001e+03 2.627 0.002222 **
> year1988 5.816e+02 2.922e+00 1.001e+03 2.557 0.001616 **
> year1989 5.800e+02 1.863e+00 1.000e+03 2.623 0.002828 **
> year1990 5.807e+02 1.117e+00 9.997e+02 2.558 0.002020 **
> year1991 5.811e+02 2.930e+00 1.002e+03 2.549 0.001818 **
> year1992 5.800e+02 1.759e+00 1.000e+03 2.626 0.002222 **
> year1993 5.812e+02 2.556e+00 1.002e+03 2.629 0.001818 **
> year1994 5.035e+02 -3.250e+00 8.543e+02 3.221 0.013939 *
> year1995 5.809e+02 2.055e+00 1.001e+03 2.626 0.002222 **
> year1996 5.801e+02 -1.762e+00 9.969e+02 2.627 0.002424 **
> year1997 5.808e+02 1.968e+00 1.001e+03 2.554 0.001818 **
> year1998 5.805e+02 2.003e+00 1.000e+03 2.627 0.002020 **
> year1999 5.803e+02 -1.759e+00 9.969e+02 2.622 0.002828 **
> year2000 5.814e+02 2.903e+00 1.001e+03 2.627 0.001818 **
> year2001 5.809e+02 2.474e+00 1.001e+03 2.628 0.002020 **
> year2002 5.813e+02 2.494e+00 1.001e+03 2.557 0.001818 **
> year2003 5.815e+02 3.182e+00 1.002e+03 2.627 0.001818 **
> year2004 5.813e+02 2.462e+00 1.001e+03 2.628 0.001818 **
> year2005 5.815e+02 2.719e+00 1.002e+03 2.629 0.001818 **
> year2006 5.820e+02 3.711e+00 1.002e+03 2.628 0.001414 **
> year2007 5.821e+02 3.275e+00 1.002e+03 2.631 0.001616 **
> year2008 5.818e+02 3.401e+00 1.002e+03 2.556 0.001414 **
> year2009 5.815e+02 2.774e+00 1.001e+03 2.626 0.001818 **
> year2010 5.822e+02 3.230e+00 1.002e+03 2.559 0.001010 **
> year2011 5.815e+02 2.777e+00 1.001e+03 2.625 0.002020 **
> year2012 5.817e+02 2.849e+00 1.001e+03 2.628 0.001818 **
> year2013 5.812e+02 2.790e+00 1.001e+03 2.550 0.002020 **
> year2014 1.103e+02 -3.772e+02 4.805e+02 3.673 0.673737
>
>
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