# load libraries library(survey) library(laeken) # library( vardpoor ) # return test context context("svyjdivdec decomposition output survey.design and svyrep.design") ### test 2: income data from eusilc --- data.frame-backed design object # collect and format data data(eusilc) names(eusilc) <- tolower(names(eusilc)) # set up survey design objects des_eusilc <- svydesign( ids = ~ rb030 , strata = ~ db040 , weights = ~ rb050 , data = eusilc ) des_eusilc_rep <- as.svrepdesign(des_eusilc , type = "bootstrap" , replicates = 50) # prepare for convey des_eusilc <- convey_prep(des_eusilc) des_eusilc_rep <- convey_prep(des_eusilc_rep) # filter postive incomes des_eusilc <- subset(des_eusilc , eqincome > 0) des_eusilc_rep <- subset(des_eusilc_rep , eqincome > 0) # calculate estimates a1 <- svyjdivdec( ~ eqincome , des_eusilc , subgroup = ~ db040 , deff = TRUE , linearized = TRUE , influence = TRUE ) a2 <- svyby( ~ eqincome , ~ rb090, des_eusilc , svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = TRUE , influence = TRUE ) a2.nocov <- svyby( ~ eqincome , ~ rb090, des_eusilc , svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = FALSE ) b1 <- svyjdivdec( ~ eqincome , des_eusilc_rep , subgroup = ~ db040 , deff = TRUE , linearized = TRUE ) b2 <- svyby( ~ eqincome , ~ rb090, des_eusilc_rep , svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = TRUE ) b2.nocov <- svyby( ~ eqincome , ~ rb090, des_eusilc_rep , svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = FALSE ) d1 <- svyjdiv(~ eqincome , des_eusilc , deff = TRUE , linearized = TRUE) d2 <- svyby( ~ eqincome , ~ rb090, des_eusilc , svyjdiv , deff = TRUE) # calculate auxilliary tests statistics cv_diff1 <- max(abs(cv(a1) - cv(b1))) se_diff2 <- max(abs(SE(a2) - SE(b2)) , na.rm = TRUE) # perform tests test_that("output svyjdivdec" , { expect_is(coef(a1) , "numeric") expect_is(coef(a2) , "numeric") expect_is(coef(b1) , "numeric") expect_is(coef(b2) , "numeric") expect_equal(coef(a1) , coef(b1)) expect_equal(coef(a2) , coef(b2)) # expect_lte( cv_diff1 , (coef(a1)[[1]]) * 0.05 ) # the difference between CVs should be less than 5% of the coefficient, otherwise manually set it expect_lte(se_diff2 , max(coef(a2)) * 0.05) # the difference between CVs should be less than 10% of the maximum coefficient, otherwise manually set it expect_equal(sum(confint(a2)[, 1] <= coef(a2)) , length(coef(a2))) expect_equal(sum(confint(a2)[, 2] >= coef(a2)) , length(coef(a2))) expect_equal(sum(confint(b2)[, 1] <= coef(b2)) , length(coef(b2))) expect_equal(sum(confint(b2)[, 2] >= coef(b2)) , length(coef(b2))) expect_equal(coef(a1)[[1]] , coef(d1)[[1]]) expect_equal(as.numeric(coef(a2)[1:2]) , as.numeric(coef(d2))) # check equality of linearized variables expect_equal(attr(a1 , "linearized") , attr(b1 , "linearized")) expect_equal(attr(a1 , "index") , attr(b1 , "index")) # check equality vcov diagonals expect_warning(expect_equal(diag(vcov(a2)) , diag(vcov(a2.nocov)))) expect_warning(expect_equal(diag(vcov(b2)) , diag(vcov(b2.nocov)))) # compare with svyjdiv expect_equal(coef(a1)[[1]] , coef(d1)[[1]]) expect_equal(SE(a1)[[1]] , SE(d1)[[1]]) expect_equal(as.numeric(attr(a1 , "linearized")[, 1, drop = FALSE]) , as.numeric(attr(d1 , "linearized"))) expect_equal(as.numeric(SE(a2)[, 1]) , as.numeric(SE(d2))) }) ### test 2: income data from eusilc --- database-backed design object # perform tests test_that("database svyjdivdec", { # skip test on cran skip_on_cran() # load libraries library(RSQLite) library(DBI) # set-up database dbfile <- tempfile() conn <- dbConnect(RSQLite::SQLite() , dbfile) dbWriteTable(conn , 'eusilc' , eusilc) # database-backed design dbd_eusilc <- svydesign( ids = ~ rb030 , strata = ~ db040 , weights = ~ rb050 , data = "eusilc", dbname = dbfile, dbtype = "SQLite" ) # prepare for convey dbd_eusilc <- convey_prep(dbd_eusilc) # filter postive incomes dbd_eusilc <- subset(dbd_eusilc , eqincome > 0) # calculate estimates c1 <- svyjdivdec( ~ eqincome , dbd_eusilc , subgroup = ~ db040 , deff = TRUE , linearized = TRUE , influence = TRUE ) c2 <- svyby( ~ eqincome , ~ rb090, dbd_eusilc , svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = TRUE , influence = TRUE ) # remove table and close connection to database dbRemoveTable(conn , 'eusilc') dbDisconnect(conn) # peform tests expect_equal(coef(a1) , coef(c1)) expect_equal(coef(a2) , coef(c2)[match(names(coef(c2)) , names(coef(a2)))]) expect_equal(SE(a1) , SE(c1)) expect_equal(SE(a2) , SE(c2)[2:1 , ]) expect_equal(deff(a1) , deff(c1)) expect_equal(deff(a2) , deff(c2)[2:1 , ]) # check equality of linearized variables expect_equal(colSums(attr(a1 , "linearized")) , colSums(attr(c1 , "linearized"))) expect_equal(colSums(attr(a1 , "influence")) , colSums(attr(c1 , "influence"))) expect_equal(colSums(attr(a2 , "influence")) , colSums(attr(c2 , "influence"))) # expect_equal(attr(c1 , "index") , attr(a1 , "index")) }) # calculate estimates sub_des <- svyjdivdec( ~ eqincome , design = subset(des_eusilc , rb090 == "male") , subgroup = ~ db040 , deff = TRUE , linearized = TRUE , influence = TRUE ) sby_des <- svyby( ~ eqincome, by = ~ rb090, design = des_eusilc, FUN = svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = TRUE , influence = TRUE ) sub_rep <- svyjdivdec( ~ eqincome , design = subset(des_eusilc_rep , rb090 == "male") , subgroup = ~ db040 , deff = TRUE , linearized = TRUE ) sby_rep <- svyby( ~ eqincome, by = ~ rb090, design = des_eusilc_rep, FUN = svyjdivdec , epsilon = this.epsilon , subgroup = ~ db040 , deff = TRUE , covmat = TRUE ) # perform tests test_that("subsets equal svyby", { # domain vs svyby: coefficients must be equal expect_equal(as.numeric(coef(sub_des)) , as.numeric(coef(sby_des[1,]))) expect_equal(as.numeric(coef(sub_rep)) , as.numeric(coef(sby_rep[1,]))) # domain vs svyby: SEs must be equal expect_equal(as.numeric(SE(sub_des)) , as.numeric(SE(sby_des[1,]))) expect_equal(as.numeric(SE(sub_rep)) , as.numeric(SE(sby_rep[1,]))) # domain vs svyby and svydesign vs svyrepdesign: # coefficients should match across svydesign expect_equal(as.numeric(coef(sub_des)) , as.numeric(coef(sby_rep[1,]))) # domain vs svyby and svydesign vs svyrepdesign: # coefficients of variation should be within five percent cv_diff <- max(abs(cv(sub_des) - cv(sby_rep)[1,])) expect_lte(cv_diff , .20) # check equality of linearized variables expect_equal(attr(sub_des , "linearized") , attr(sub_rep , "linearized")) # check equality of variances expect_equal(vcov(sub_des)[1] , vcov(sby_des)[1, 1]) expect_equal(vcov(sub_rep)[1] , vcov(sby_rep)[1, 1]) }) ### test 4: compare subsetted objects to svyby objects # compare database-backed designs to non-database-backed designs test_that("dbi subsets equal non-dbi subsets", { skip_on_cran() # load libraries library(RSQLite) library(DBI) # set up database dbfile <- tempfile() conn <- dbConnect(RSQLite::SQLite() , dbfile) dbWriteTable(conn , 'eusilc' , eusilc) # create database-backed design (with survey design information) dbd_eusilc <- svydesign( ids = ~ rb030 , strata = ~ db040 , weights = ~ rb050 , data = "eusilc", dbname = dbfile, dbtype = "SQLite" ) # create a hacky database-backed svrepdesign object # mirroring des_eusilc_rep dbd_eusilc_rep <- svrepdesign( weights = ~ rb050, repweights = attr(des_eusilc_rep , "full_design")$repweights , scale = attr(des_eusilc_rep , "full_design")$scale , rscales = attr(des_eusilc_rep , "full_design")$rscales , type = "bootstrap" , data = "eusilc" , dbtype = "SQLite" , dbname = dbfile , combined.weights = FALSE ) # prepare for convey dbd_eusilc <- convey_prep(dbd_eusilc) dbd_eusilc_rep <- convey_prep(dbd_eusilc_rep) # filter postive incomes dbd_eusilc <- subset(dbd_eusilc , eqincome > 0) dbd_eusilc_rep <- subset(dbd_eusilc_rep , eqincome > 0) # calculate estimates sub_dbd <- svyjdivdec( ~ eqincome , design = subset(dbd_eusilc , rb090 == "male") , subgroup = ~ db040 , deff = TRUE , linearized = TRUE , influence = TRUE ) sby_dbd <- svyby( ~ eqincome, by = ~ rb090, design = dbd_eusilc, FUN = svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = TRUE , influence = TRUE ) sub_dbr <- svyjdivdec( ~ eqincome , design = subset(dbd_eusilc_rep , rb090 == "male") , subgroup = ~ db040 , deff = TRUE , linearized = TRUE ) sby_dbr <- svyby( ~ eqincome, by = ~ rb090, design = dbd_eusilc_rep, FUN = svyjdivdec , subgroup = ~ db040 , deff = TRUE , covmat = TRUE ) # remove table and disconnect from database dbRemoveTable(conn , 'eusilc') dbDisconnect(conn) # perform tests expect_equal(coef(sub_des) , coef(sub_dbd)) expect_equal(coef(sub_rep) , coef(sub_dbr)) expect_equal(SE(sub_des) , SE(sub_dbd)) expect_equal(SE(sub_rep) , SE(sub_dbr)) expect_equal(deff(sub_des) , deff(sub_dbd)) expect_equal(deff(sub_rep) , deff(sub_dbr)) expect_equal(vcov(sub_des) , vcov(sub_dbd)) expect_equal(vcov(sub_rep) , vcov(sub_dbr)) # compare database-backed subsetted objects to database-backed svyby objects # dbi subsets equal dbi svyby expect_equal(as.numeric(coef(sub_dbd)) , as.numeric(coef(sby_dbd[2,]))) expect_equal(as.numeric(coef(sub_dbr)) , as.numeric(coef(sby_dbr[2,]))) expect_equal(as.numeric(SE(sub_dbd)) , as.numeric(SE(sby_dbd[2,]))) expect_equal(as.numeric(SE(sub_dbr)) , as.numeric(SE(sby_dbr[2,]))) expect_equal(vcov(sub_dbd) , vcov(sub_des)) expect_equal(vcov(sub_dbr) , vcov(sub_rep)) # compare equality of linearized variables expect_equal(colSums(attr(sub_dbd , "linearized")) , colSums(attr(sub_dbr , "linearized"))) expect_equal(colSums(attr(sub_dbd , "linearized")) , colSums(attr(sub_des , "linearized"))) expect_equal(attr(sub_dbr , "linearized") , attr(sub_rep , "linearized")) # compare equality of influence functions expect_equal(colSums(attr(sub_dbd , "influence")) , colSums(attr(sub_des , "influence"))) expect_equal(attr(sub_dbr , "influence") , attr(sub_rep , "influence")) # compare equality of indices # expect_equal(attr(sub_dbd , "index") , attr(sub_dbr , "index")) # expect_equal(attr(sub_dbd , "index") , attr(sub_des , "index")) expect_equal(attr(sub_dbr , "index") , attr(sub_rep , "index")) })