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## File Name: MIwaldtest.R
## File Version: 0.201
#--- MI Wald test
MIwaldtest <- function( qhat, u, Cdes=NULL, rdes=NULL, testnull=NULL)
{
# conversion of inputs
if ( inherits(qhat, c("array","data.frame","matrix") ) ){
qhat <- MIwaldtest_qhat2list(qhat=qhat)
}
if ( inherits(u, c("array") ) ){
u <- MIwaldtest_u2list(u=u)
}
if ( ! is.null(testnull) ){
k <- length(testnull)
pars <- names( qhat[[1]][[1]] )
des <- create.designMatrices.waldtest( pars=pars, k=k)
Cdes <- des$Cdes
rdes <- des$rdes
for (ii in 1:k){
Cdes[ ii, testnull[ii] ] <- 1
}
}
#*** compute distribution of linear form
NB <- length( qhat )
NV <- length( qhat[[1]] )
NW <- 1
# qhat and u for linear forms
qhat0 <- qhat
u0 <- u
for (bb in 1:NB){
u00 <- u0[[bb]]
q0 <- as.vector(qhat0[[bb]])
qhat[[bb]] <- ( Cdes %*% q0 - rdes )[,1]
u[[bb]] <- Cdes %*% u00 %*% t(Cdes)
}
#**** compute F test (D1 statistic)
u1 <- qhat1 <- as.list( 1:NB )
for (bb in 1:NB){
qv1 <- list(1)
qv1[[1]] <- qhat[[bb]]
qhat1[[bb]] <- qv1
qv1[[1]] <- u[[bb]]
u1[[bb]] <- qv1
}
#*** statistical inference
res <- NMIwaldtest_compute_statistic( qhat=qhat1, u=u1, Cdes=Cdes, rdes=rdes,
NB=NB, NW=NW )
class(res) <- "MIwaldtest"
return(res)
}
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