Error in FUN(X[[2L]], ...) : Could not find function with name + and 1 arguments
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Running NucTwFam
Error in FUN(X[[2L]], ...) :
Could not find function with name + and 1 arguments
So it would appear from this error I am summing a matrixobject and empty space (hence the could not find a function for one sided summing???) in one of my mxAlgebra functions.
However I have extensively checked my code for a "+" in an maAlgebra function lead by or trailed by a non matrix object or just whitespace. I could not find such a occurence.
I am running OpenMX 1.0.6 in R 2.11
Any sugestions?
Michel
One suggestion is to download
One suggestion is to download the OpenMx pre-release and run your script. We have improved the error messages for algebras for OpenMx 1.1. I would recommend not relying on the pre-release to publish results (yet). We are in the process of testing the pre-releases, and the pre-release r1527 is out-of-date with respect to the source code repository.
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In reply to One suggestion is to download by mspiegel
Oops. Nevermind, we have not
Oops. Nevermind, we have not added context information to that error situation yet. Probably better to just attach your script to a forum post.
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In reply to Oops. Nevermind, we have not by mspiegel
so i just added the script, i
so i just added the script, i dont think however this will quickly solve the problem. Am i right to suspect the algebra styatements are involved in this error?
Michel
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In reply to so i just added the script, i by MNivard
I improved the error message
I improved the error message in our source code repository, so now it prints out the name of the algebra in which the error occurs. The error is the expression "CpathM %*% + CpathM" in the algebra CvDOS. Same error occurs in CvSibOS.
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In reply to I improved the error message by mspiegel
thaks a lot! i have been
thaks a lot! i have been staring at %, *, + and x for so long i just didnt notice anymore.
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In reply to I improved the error message by mspiegel
very helpful mike!
very helpful mike!
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My script is enormous
## It's an enormous script with a lot of algebra but here goes:
ntf <- mxModel(model="NTF",
####################
#### Matrices ####
####################
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=50, label="ass mating path", name="AMP"), #D
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=.005, label="within person path", name="WPP"), #P
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=1, label="addative gen cov M", name="AcovM"), #G
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=0, label="common env path M", name="CpathM"), #C
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=6, label="addative gen path M", name="ApathM"), #A
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=.3, label="AC cov M", name="ACcovM"), #S
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=1, label="addative gen cov F", name="AcovF"), #I
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=0, label="common env path F", name="CpathF"), #Y
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=6, label="addative gen path F", name="ApathF"), #X
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=.3, label="AC cov F", name="ACcovF"), #T
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=0, label="fath som cult trans", name="FSc"), #F(4)
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=0, label="mothson cult trans", name="MSc"), #M(4)
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=0, label="fath dau cult trans", name="FDc"), #E(6)
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=0, label="moth dau cult trans", name="MDc"), #L(6)
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=1, label="common env M", name="Cm"), #R
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=1, label="common env F", name="Cf"), #Q
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=1, label="common env D", name="Cd"), #O
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=.1, label="Unique env M", name="Em"), #J
mxMatrix(type="Full", nrow=1, ncol=1, free=TRUE, values=.1, label="Unique env F", name="Ef"), #K
mxMatrix(type="Full", nrow=1, ncol=1, free=FALSE, values=0, label="Dominance M", name="Dm"), #N
mxMatrix(type="Full", nrow=1, ncol=1, free=FALSE, values=0, label="Dominance F", name="Df"), #B
mxMatrix(type="Full", nrow=1, ncol=1, free=FALSE, values=.5, label="Halve", name="H"), #H
mxMatrix(type="Iden", nrow=1, ncol=1, free=FALSE, name="Iden"), #I as in identity!
####################
#### Algebras ####
####################
mxAlgebra( expression= WPP %*% AMP %*% WPP, name="E1"), #W
mxAlgebra( expression= AcovM %*%t(ApathM) + ACcovM %*% t(CpathM), name="E2"), #U
mxAlgebra( expression= AcovF %*%t(ApathF) + ACcovF %*% t(CpathF), name="E3"), #V
mxAlgebra( expression= (WPP %*% t(FSc) + t(E1) %*%t(MSc) ) %*% t(CpathM) + Iden %*% t(E2) %*% (H %x% t(ApathM)) + (WPP%*%t(AMP)) %*% t(E3)%*% (H %x% t(ApathM)), name="CvFS"), # father Son cov
mxAlgebra( expression= (WPP %*% t(MSc) + t(E1) %*%t(FSc) ) %*% t(CpathM) + Iden %*% t(E3) %*% (H %x% t(ApathM)) + (WPP%*%t(AMP)) %*% t(E2)%*% (H %x% t(ApathM)), name="CvMS"), # Mother Son cov
mxAlgebra( expression= (WPP %*% t(FDc) + t(E1) %*%t(MDc) ) %*% t(CpathF) + Iden %*% t(E2) %*% (H %x% t(ApathF)) + (WPP%*%t(AMP)) %*% t(E3)%*% (H %x% t(ApathF)), name="CvFD"), # Father daughter cov
mxAlgebra( expression= (WPP %*% t(MDc) + t(E1) %*%t(FDc) ) %*% t(CpathF) + Iden %*% t(E3) %*% (H %x% t(ApathF)) + (WPP%*%t(AMP)) %*% t(E2)%*% (H %x% t(ApathF)), name="CvMD"), # Mother daughter cov
mxAlgebra( expression= ApathM %*% AcovM %*% t(ApathM) + CpathM %*% Cm %*% t(CpathM) + ApathM %*% ACcovM %*% t(CpathM) + CpathM %*% t(ACcovM) %*% t(ApathM) + Dm %*% t(Dm), name="CvMZM"), # MZM cov
mxAlgebra( expression= H %x% ApathM %*% (AcovM + H %x%( E2 %*% (t(AMP) + AMP) %*% t(E3))) %*% t(ApathM) + CpathM %*% Cm %*% t(CpathM) + ApathM %*% ACcovM %*% t(CpathM) + CpathM %*% t(ACcovM) %*% t(ApathM) + H %x% H %x% Dm %*% t(Dm), name="CvDZM"), # DZM cov
mxAlgebra( expression= H %x% ApathM %*% (AcovM + H %x%( E2 %*% (t(AMP) + AMP) %*% t(E3))) %*% t(ApathM) + CpathM %*% Cm %*% t(CpathM) + ApathM %*% ACcovM %*% t(CpathM) + CpathM %*% t(ACcovM) %*% t(ApathM) + H %x% H %x% Dm %*% t(Dm), name="CvSibMM"), # |MAle sib Male sib cov
mxAlgebra( expression= ApathF %*% AcovF %*% t(ApathF) + CpathF %*% Cf %*% t(CpathF) + ApathF %*% ACcovF %*% t(CpathF) + CpathF %*% t(ACcovF) %*% t(ApathF) + Df %*% t(Df), name="CvMZF"), # MZF cov
mxAlgebra( expression= H %x% ApathF %*% (AcovF + H %x%( E3 %*% (t(AMP) + AMP) %*% t(E2))) %*% t(ApathF) + CpathF %*% Cm %*% t(CpathF) + ApathF %*% ACcovF %*% t(CpathF) + CpathF %*% t(ACcovF) %*% t(ApathF) + H %x% H %x% Df %*% t(Df), name="CvDZF"), # DZF cov
mxAlgebra( expression= H %x% ApathF %*% (AcovF + H %x%( E3 %*% (t(AMP) + AMP) %*% t(E2))) %*% t(ApathF) + CpathF %*% Cm %*% t(CpathF) + ApathF %*% ACcovF %*% t(CpathF) + CpathF %*% t(ACcovF) %*% t(ApathF) + H %x% H %x% Df %*% t(Df), name="CvSibFF"), # Female sib female sib cov
mxAlgebra( expression= H %x% ApathM %*% (AcovM + H %x%( E2 %*% (t(AMP) + AMP) %*% t(E3))) %*% t(ApathF) + CpathM %*% + CpathM %*% (Cm^H) %*% Cd %*% (t(Cf)^H %*% t(CpathF) + ApathM %*% (H %x% ( E2 %*% FDc + E2 %*% AMP %*% WPP %*% MDc + E3 %*% MDc + AMP %*% E3 %*% WPP %*% FDc ))) %*% t(CpathF) + CpathM %*% t( H %x% ( FSc %*% E2 + FSc %*% WPP %*% AMP %*% E3 + MSc %*% E3 + MSc %*% WPP %*% AMP %*% E2)) %*% t(ApathF) + H %x% H %x% Dm %*% t(Df), name="CvDOS"), # Covariance DOS twin pair
mxAlgebra( expression= H %x% ApathM %*% (AcovM + H %x%( E2 %*% (t(AMP) + AMP) %*% t(E3))) %*% t(ApathF) + CpathM %*% + CpathM %*% (Cm^H) %*% Cd %*% (t(Cf)^H %*% t(CpathF) + ApathM %*% (H %x% ( E2 %*% FDc + E2 %*% AMP %*% WPP %*% MDc + E3 %*% MDc + AMP %*% E3 %*% WPP %*% FDc ))) %*% t(CpathF) + CpathM %*% t( H %x% ( FSc %*% E2 + FSc %*% WPP %*% AMP %*% E3 + MSc %*% E3 + MSc %*% WPP %*% AMP %*% E2)) %*% t(ApathF) + H %x% H %x% Dm %*% t(Df), name="CvSibOS"), # Covariance DOS twin pair
#######################
#### Constraints ####
#######################
mxAlgebra( expression= H %x% (H %x% AcovM + H %x% AcovF + H %x% ( E2 %*% (t(AMP) + AMP) %*% t(E3))) + Iden, name="AcovM2"),
mxConstraint(AcovM == AcovM2, name="AcovMcon"),
mxAlgebra( expression= H %x% (H %x% AcovF + H %x% AcovM + H %x% ( E3 %*% (t(AMP) + AMP) %*% t(E2))) + Iden, name="AcovF2"),
mxConstraint(AcovF == AcovF2, name="AcovFcon"),
mxAlgebra( expression= H %x% E2 %*% (t(FSc) + (AMP %*% WPP %*% t(MSc))) + H %x% E3 %*% (t(MSc) + (AMP %*% WPP %*% t(FSc))), name="ACcovM2"),
mxConstraint(ACcovM == ACcovM2, name="ACcovMcon"),
mxAlgebra( expression= H %x% E2 %*% (t(FDc) + (AMP %*% WPP %*% t(MDc))) + H %x% E3 %*% (t(MDc) + (AMP %*% WPP %*% t(FDc)) ), name="ACcovF2"),
mxConstraint(ACcovF == ACcovF2, name="ACcovFcon"),
mxAlgebra(expression= ApathM %*% AcovM %*% t(ApathM) + CpathM %*% Cm %*% t(CpathM) + Em %*% t(Em) + ApathM %*% ACcovM %*% t(CpathM) + CpathM %*% t(ACcovM) %*% t(ApathM) + Dm %*% t(Dm), name="WPP2"),
mxConstraint(WPP == WPP2, name="phenocon"),
mxAlgebra(expression= ApathF %*% AcovF %*% t(ApathF) + CpathF %*% Cf %*% t(CpathF) + Ef %*% t(Ef) + ApathF %*% ACcovF %*% t(CpathF) + CpathF %*% t(ACcovF) %*% t(ApathF) + Df %*% t(Df), name="WPP3"),
mxConstraint(WPP == WPP3, name="phenocon2"),
mxAlgebra(expression= MSc %*% WPP %*% t(MSc) + FSc %*% WPP %*% t(FSc) + MSc %*% E1 %*% t(FSc) + FSc %*% t(E1) %*% t(MSc) + Iden, name="Cm2"),
mxConstraint(Cm == Cm2, name="Cmcon"),
mxAlgebra(expression= MDc %*% WPP %*% t(MDc) + FDc %*% WPP %*% t(FDc) + MDc %*% E1 %*% t(FDc) + FDc %*% t(E1) %*% t(MDc) + Iden, name="Cm3"),
mxConstraint(Cm == Cm3, name="Cmcon2")
)
mzmModel <- mxModel(name = "MZMNTF",
mxMatrix(type="Full", nrow=1, ncol=8, free=TRUE, values=170, label="mean", dimnames=list(NULL, c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")), name="Meanmzm"),
# Algebra for expected variance/covariance matrix in MZM
mxAlgebra(expression=rbind(
cbind(NTF.WPP, NTF.CvMZM, NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvMZM, NTF.WPP, NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvFS, NTF.CvFS, NTF.WPP, NTF.E1, NTF.CvFS, NTF.CvFS, NTF.CvFD, NTF.CvFD ),
cbind(NTF.CvMS, NTF.CvMS, NTF.E1, NTF.WPP, NTF.CvMS, NTF.CvMS, NTF.CvMD, NTF.CvMD ),
cbind(NTF.CvSibMM, NTF.CvSibMM,NTF.CvFS, NTF.CvMS, NTF.WPP, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibMM, NTF.CvSibMM,NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.WPP, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.WPP, NTF.CvSibFF ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.WPP )),
dimnames=list(c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf"),c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")),name="expCovMzm"),
mxData(observed=mzm, type="raw"),
mxFIMLObjective(covariance="expCovMzm",means="Meanmzm")
)
dzmModel <- mxModel(name = "DZMNTF",
mxMatrix(type="Full", nrow=1, ncol=8, free=TRUE, values=170, label="mean", dimnames=list(NULL, c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")), name="Meandzm"),
# Algebra for expected variance/covariance matrix in DZM
mxAlgebra(expression=rbind(
cbind(NTF.WPP, NTF.CvDZM, NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvDZM, NTF.WPP, NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvFS, NTF.CvFS, NTF.WPP, NTF.E1, NTF.CvFS, NTF.CvFS, NTF.CvFD, NTF.CvFD ),
cbind(NTF.CvMS, NTF.CvMS, NTF.E1, NTF.WPP, NTF.CvMS, NTF.CvMS, NTF.CvMD, NTF.CvMD ),
cbind(NTF.CvSibMM, NTF.CvSibMM,NTF.CvFS, NTF.CvMS, NTF.WPP, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibMM, NTF.CvSibMM,NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.WPP, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS,NTF.WPP, NTF.CvSibFF ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.WPP )),
dimnames=list(c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf"),c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")),name="expCovDzm"),
mxData(observed=dzm, type="raw"),
mxFIMLObjective(covariance="expCovDzm",means="Meandzm")
)
mzfModel <- mxModel(name = "MZFNTF",
mxMatrix(type="Full", nrow=1, ncol=8, free=TRUE, values=170, label="mean", dimnames=list(NULL, c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")), name="Meanmzf"),
# Algebra for expected variance/covariance matrix in MZF
mxAlgebra(expression=rbind(
cbind(NTF.WPP, NTF.CvMZF, NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.CvSibFF ),
cbind(NTF.CvMZF, NTF.WPP, NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.CvSibFF ),
cbind(NTF.CvFD, NTF.CvFD, NTF.WPP, NTF.E1, NTF.CvFS, NTF.CvFS, NTF.CvFD, NTF.CvFD ),
cbind(NTF.CvMD, NTF.CvMD, NTF.E1, NTF.WPP, NTF.CvMS, NTF.CvMS, NTF.CvMD, NTF.CvMD ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFS, NTF.CvMS, NTF.WPP, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.WPP, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibFF, NTF.CvSibFF,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.WPP, NTF.CvSibFF ),
cbind(NTF.CvSibFF, NTF.CvSibFF,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.WPP )),
dimnames=list(c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf"),c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")),name="expCovMzf"),
mxData(observed=mzf, type="raw"),
mxFIMLObjective(covariance="expCovMzf",means="Meanmzf")
)
dzfModel <- mxModel(name = "DZFNTF",
mxMatrix(type="Full", nrow=1, ncol=8, free=TRUE, values=170, label="mean", dimnames=list(NULL, c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")), name="Meandzf"),
# Algebra for expected variance/covariance matrix in MZF
mxAlgebra(expression=rbind(
cbind(NTF.WPP, NTF.CvDZF, NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.CvSibFF ),
cbind(NTF.CvDZF, NTF.WPP, NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.CvSibFF ),
cbind(NTF.CvFD, NTF.CvFD, NTF.WPP, NTF.E1, NTF.CvFS, NTF.CvFS, NTF.CvFD, NTF.CvFD ),
cbind(NTF.CvMD, NTF.CvMD, NTF.E1, NTF.WPP, NTF.CvMS, NTF.CvMS, NTF.CvMD, NTF.CvMD ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFS, NTF.CvMS, NTF.WPP, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibOS, NTF.CvSibOS,NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.WPP, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibFF, NTF.CvSibFF,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.WPP, NTF.CvSibFF ),
cbind(NTF.CvSibFF, NTF.CvSibFF,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.WPP )),
dimnames=list(c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf"),c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")),name="expCovDzf"),
mxData(observed=dzf, type="raw"),
mxFIMLObjective(covariance="expCovDzf",means="Meandzf")
)
dosModel <- mxModel(name = "DOSNTF",
mxMatrix(type="Full", nrow=1, ncol=8, free=TRUE, values=170, label="mean", dimnames=list(NULL, c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")), name="Meandos"),
# Algebra for expected variance/covariance matrix in DOS
mxAlgebra(expression=rbind(
cbind(NTF.WPP, NTF.CvDOS, NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvDOS, NTF.WPP, NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.CvSibFF ),
cbind(NTF.CvFS, NTF.CvFD, NTF.WPP, NTF.E1, NTF.CvFS, NTF.CvFS, NTF.CvFD, NTF.CvFD ),
cbind(NTF.CvMS, NTF.CvMD, NTF.E1, NTF.WPP, NTF.CvMS, NTF.CvMS, NTF.CvMD, NTF.CvMD ),
cbind(NTF.CvSibMM, NTF.CvSibOS,NTF.CvFS, NTF.CvMS, NTF.WPP, NTF.CvSibMM, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibMM, NTF.CvSibOS,NTF.CvFS, NTF.CvMS, NTF.CvSibMM, NTF.WPP, NTF.CvSibOS, NTF.CvSibOS ),
cbind(NTF.CvSibOS, NTF.CvSibFF,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.WPP, NTF.CvSibFF ),
cbind(NTF.CvSibOS, NTF.CvSibFF,NTF.CvFD, NTF.CvMD, NTF.CvSibOS, NTF.CvSibOS, NTF.CvSibFF, NTF.WPP )),
dimnames=list(c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf"),c("t1","t2","f","m","sbm", "sbm", "sbf", "sbf")),name="expCovDos"),
mxData(observed=dos, type="raw"),
mxFIMLObjective(covariance="expCovDos",means="Meandos")
)
FinalModel <- mxModel(model="NucTwFam", mzmModel, dzmModel, mzfModel, dzfModel, dosModel, ntf,
mxAlgebra(expression=MZMNTF.objective + DZMNTF.objective + MZFNTF.objective + DZFNTF.objective + DOSNTF.objective , name="ntffit"), #MZ.objective is the automatic name for the -2LL of mzModel
mxAlgebraObjective("ntffit")
)
Fit <- mxRun(FinalModel)
summary(Fit)
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