Dear Gabriel,
There are a lot of questions here, some of which are difficult to answer without seeing the data and the results.
Your main concern seems to be the computing time of the AR model. Note that since you have not specified any value for the autocorrelation parameters (argument rho = c(rho_x, rho_y)) in the spatial component, breedR is conducting by default a grid search in all combinations of four values for rho_x and rho_y (-.8, -.2, .2, .8). This means that you are fitting 16 models, rather than one.
Moreover, as you say, the plot design makes it difficult to tell apart the spatial and genetic effects, specially with small spatial autocorrelations. This might cause the model to take longer to fit when either rho is -.2 or .2, or even don't converge at all.
Given your situation, I'd recommend fixing rho at c(.9, .9) or so, and fit that model alone. This will force the spatial effect to identify the large-scale spatial variations, which will be easier to tell apart from the short-scale variations that are confounded with the genetic component.
On the other hand, since you are working with a pedigree, why
using a "generic" rather than a "genetic" component? I'm not
completely sure, but it will probably be faster to use the
specialised term. Even though in theory is the same model.
The gaps in the rows or columns are not a problem, as long as
they remain a few.
By the "genetic s.e effects" you mean the standard errors? Is yes, since they are a standard deviation, they are necessarily positive. They cannot be centered at 0.
Hope it helps.
ƒacu.-
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