imp_roundedcont: The function to impute rounded continuous variables

Description Usage Arguments Value References

View source: R/hmi_imp_roundedcont_2018-05-11.R View source: R/hmi_imp_roundedcont_2018-05-04.R View source: R/hmi_imp_roundedcont_2018-02-23.R View source: R/hmi_imp_roundedcont_2018-02-08.R View source: R/hmi_imp_roundedcont_2018-01-26b.R View source: R/hmi_imp_roundedcont_2018-01-11.R View source: R/hmi_imp_roundedcont_2017-12-27.R View source: R/hmi_imp_roundedcont_2017-10-18.R View source: R/hmi_imp_roundedcont_2017-09-01.R View source: R/hmi_imp_roundedcont_2017-01-31.R View source: R/hmi_imp_roundedcont_2017-01-05.R View source: R/hmi_imp_roundedcont_2016-12-16.R View source: R/hmi_imp_roundedcont_2016-12-09.R View source: R/hmi_imp_roundedcont.R

Description

For example the income in surveys is often reported rounded by the respondents. See Drechsler, Kiesl and Speidel (2015) for more details.

Usage

1
imp_roundedcont(y_imp_multi, X_imp_multi, intercept_varname = NULL, M)

Arguments

y_imp_multi

A Vector with the variable to impute.

X_imp_multi

A data.frame with the fixed effects variables.

intercept_varname

A character denoting the name of the intercept variable.

M

An integer defining the number of imputations that should be made.

Value

A n x M matrix. Each column is one of M imputed y-variables.

References

Joerg Drechsler, Hans Kiesl, Matthias Speidel (2015): "MI Double Feature: Multiple Imputation to Address Nonresponse and Rounding Errors in Income Questions". Austrian Journal of Statistics Vol. 44, No. 2, http://dx.doi.org/10.17713/ajs.v44i2.77


matthiasspeidel/hmi documentation built on Aug. 18, 2020, 4:37 p.m.