## Not run:
# #############################################################################
# # EXAMPLE 1: Imputation based on known posterior distribution
# #############################################################################
#
# data(data.ma03)
# dat <- data.ma03
#
# # definiere variable 'math_PV' as the plausible value imputation of math
# dat$math_PV <- NA
# vars <- colnames(dat)
# dat1 <- as.matrix( dat[,vars] )
#
# # define imputation methods
# impmethod <- rep( "pmm" , length(vars ))
# names(impmethod) <- vars
# # define plausible value imputation based on EAP and SEEAP for 'math_PV'
# impmethod[ "math_PV" ] <- "eap"
# eap <- list( "math_PV" = list( "M" = dat$math_EAP , "SE" = dat$math_SEEAP ) )
# # define predictor matrix
# pM <- 1 - diag(1,length(vars))
# rownames(pM) <- colnames(pM) <- vars
# pM[,c("idstud","math_EAP" , "math_SEEAP") ] <- 0
# # remove some variables from imputation model
#
# # imputation using three parallel chains
# imp1 <- mice::mice( dat1 , m=3 , maxit=5 , imputationMethod=impmethod ,
# predictorMatrix = pM , allow.na =TRUE , eap=eap )
# summary(imp1) # summary
#
# # imputation using one long chain
# imp2 <- mice.1chain( dat1 , burnin=10 , iter=20 , Nimp =3 , imputationMethod=impmethod ,
# predictorMatrix = pM , allow.na =TRUE , eap=eap )
# summary(imp2) # summary
# ## End(Not run)
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