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## wNNSel - weighted nearest neighbor imputation using selected neighbors ##
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## Mean Squared Imputation Error ##
## Mean Absolute Imputation Error ##
## Normalized Root Mean Squared Imputatoin Error ##
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## Author: Shahla Faisal shahla_ramzan@yahoo.com ##
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#' Mean Squared Imputation Error
#'
#' This function computes the mean squared imputation error for a given complete/true data matrix,
#' imputed data matrix and the data matrix with missing values.
#' @param x.miss a \code{matrix}, having missing values
#' @param x.impute an imputed data \code{matrix}. Note that it should not contain any missing values.
#' @param x.true complete/true data \code{matrix}. Note that it should not contain any missing values.
#' @return value of MSIE
#' @keywords error
#' @export
#' @examples
#' set.seed(3)
#' x.true = matrix(rnorm(100),10,10)
#' ## create 10% missing values in x
#' x.miss = artifNA(x.true, 0.10)
#' ## impute using wNNSel method
#' x.impute = wNNSel.impute(x.miss)
#' computeMSIE(x.miss, x.impute, x.true)
computeMSIE <- function( x.miss, x.impute, x.true )
{
x.true=as.matrix(x.true)
x.miss=as.matrix(x.miss)
x.impute=as.matrix(x.impute)
na.index = which(is.na(x.miss))
mse = mean( ( x.true[na.index] - x.impute[na.index] )^2)
return(mse)
}
#' Mean Absolute Imputation Error
#'
#' This function computes the mean absolute imputation error for a given complete/true data matrix,
#' imputed data matrix and the data matrix with missing values.
#' @param x.miss a \code{matrix}, having missing values
#' @param x.impute an imputed data \code{matrix}. Note that it should not contain any missing values.
#' @param x.true complete/true data \code{matrix}. Note that it should not contain any missing values.
#' @return value of MSIE
#' @keywords error
#' @export
#' @examples
#' set.seed(3)
#' x.true = matrix(rnorm(100),10,10)
#' ## create 10% missing values in x
#' x.miss = artifNA(x.true, 0.10)
#' ## impute using wNNSel method
#' x.impute = wNNSel.impute(x.miss)
#' computeMAIE(x.miss, x.impute, x.true)
##### x.impute = wNNSel.impute(x.miss, lambda=0.5, m=2)
computeMAIE <- function( x.miss, x.impute, x.true)
{
x.true=as.matrix(x.true)
x.miss=as.matrix(x.miss)
x.impute=as.matrix(x.impute)
na.index = which(is.na(x.miss))
maie = mean(abs( ( x.true[na.index] - x.impute[na.index] ) ))
return(maie)
}
#' Normalized Root Mean Squared Imputatoin Error
#'
#' This function computes the nrmalized root mean squared imputation error for a given complete/true data matrix,
#' imputed data matrix and the data matrix with missing values.
#' @param x.miss a \code{matrix}, having missing values
#' @param x.impute an imputed data \code{matrix}. Note that it should not contain any missing values.
#' @param x.true complete/true data \code{matrix}. Note that it should not contain any missing values.
#' @return value of MSIE
#' @keywords error
#' @export
#' @examples
#' set.seed(3)
#' x.true = matrix(rnorm(100),10,10)
#' ## create 10% missing values in x
#' x.miss = artifNA(x.true, 0.10)
#' ## impute using wNNSel method
#' x.impute = wNNSel.impute(x.miss)
#' computeNRMSE(x.miss, x.impute, x.true)
##### x.impute = wNNSel.impute(x.miss, lambda=0.5, m=2)
computeNRMSE <- function( x.miss, x.impute, x.true )
{
x.true=as.matrix(x.true)
x.miss=as.matrix(x.miss)
x.impute=as.matrix(x.impute)
na.index = which(is.na(x.miss))
nrmse <- sqrt(mean((x.impute[na.index]-x.true[na.index])^{2})/var(x.true[na.index]))
return(nrmse)
}
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