
Per-domain weight summary at every stage of the cascade
Source:R/domain-summary.R
domain_summary.RdFor quality control by study domain (for example a department / DAM), this
summarises how the weights move within each domain at every stage of the
recipe: the base weights, then the weights after each step. It reads the
stage-by-stage weights that prep() already stores, so it adds no computation
to the cascade and never changes a weight.
Arguments
- object
a prepped
weighting_spec(the output ofprep()).- by
the name(s) of one or more domain columns in the data (e.g.
"region", orc("region", "area")to cross them). Domains are ordered by the factor levels of the column (or numerically for a numeric column); units with a missing domain value are shown as a"(missing)"domain rather than dropped silently.- min_n_eff
optional publication threshold. When set to a positive number, the result gains a logical
publishablecolumn (whether the domain's final-stage effective sample size reaches the threshold) and a warning names the domains that fall below it, turning the implicit reliability read into an explicit gate. Domains below the threshold are candidates for small-area estimation (seeas_sae_input()) rather than direct estimation.
Value
A data.frame with one row per stage x domain and the columns
stage (an ordered factor: base weights, then 1. <step>, 2. <step>,
...), domain (an ordered factor), n_active (active units in the domain at
that stage), sum_w (sum of the active weights), mean_w, deff (the Kish
design effect within the domain) and n_eff; and, when min_n_eff is given,
publishable. Reading down a domain shows how its weight total and dispersion
evolve step by step.
Examples
fit <- weighting_spec(sample_survey, base_weights = pw) |>
step_nonresponse(respondent = responded, method = "weighting_class", by = "region") |>
step_calibrate(method = "raking", margins = list(region = c(table(population$region)))) |>
prep()
domain_summary(fit, by = "region")
#> stage domain n_active sum_w mean_w deff n_eff
#> 1 base weights North 119 1487.5000 12.500000 1 119
#> 2 base weights South 121 1210.0000 10.000000 1 121
#> 3 base weights East 96 800.0000 8.333333 1 96
#> 4 base weights West 131 873.3333 6.666667 1 131
#> 5 1. nonresponse North 78 1487.5000 19.070513 1 78
#> 6 1. nonresponse South 72 1210.0000 16.805556 1 72
#> 7 1. nonresponse East 52 800.0000 15.384615 1 52
#> 8 1. nonresponse West 68 873.3333 12.843137 1 68
#> 9 2. calibrate North 78 1570.0000 20.128205 1 78
#> 10 2. calibrate South 72 1250.0000 17.361111 1 72
#> 11 2. calibrate East 52 927.0000 17.826923 1 52
#> 12 2. calibrate West 68 748.0000 11.000000 1 68