HI,

I am using this script to run a multivariate-Cholesky AE model

multAEModel
mxModel(choleskyACEFit$ACE,

mxMatrix( type="Lower", nrow=nv, ncol=nv, free=F, values=0, name="c" ),

mxCI(c("ACE.sta","ACE.stc","ACE.ste")))

)

This is the error message I get:

Error: The following error occurred while evaluating the subexpression 'solve(sqrt(AE.I * AE.C))' during the evaluation of 'AE.Rc' in model 'univAE' : Lapack routine dgesv: system is exactly singular

I changed starting values without success. I get the same error if I drop only some the c paths.

Sorry to trouble with a silly question...

Thank you, Maria

It's hard to tell without the full script, but I'll take a few guesses. The "singular" error relates to the fact that AC.I*AE*C is non-invertible. If you've reduced the paths in c without reducing the dimension of c, you might not solve the error. Can you provide the full code?

HI Ryne,

here there is the script I am using.

Thanks a lot,

Maria

It looks like you used the ACE model to make the AE, which indirectly lead to your problem. To turn the ACE into the AE model, you zero-ed out the c matrix. However, you also left the Rc algebra in. This means that C is zero, I*C is also zero, and inverting a zero matrix can't be done (as there is no way to define x such that x*0=1). Either remove the Rc algebra and all references to is or just replace the Rc algebra with something like this (as Rc isn't referenced after its calculated):

mxAlgebra(c, name="Rc")

and you should be good to go.

Hi Ryne, that worked beautifully!

Thanks for explaining, this makes sense.

Thanks again, Maria