Visibility as reported by the respondent
vis_from_report.RdEgo is asked, about each alter, how many frame-population members that alter is connected to. The answer is the alter's visibility, read straight off the questionnaire instead of derived from a roster or borrowed from donors.
Arguments
- report.var
name of the column holding ego's reported count for each alter
- counts.ego
did the respondent count themselves? When
FALSE, one is added back- counts.self
did the answer count the alter themselves? When
TRUE, one is subtracted for an alter who is in the frame population, since an alter cannot report themselves- on_missing
what to do about an alter with no reported value:
"error"or"na"(leave unresolved, sovis_coalesce()can try the next tier)- on_impossible
what to do about a reported visibility below one:
"error","floor"(raise it to one) or"na". An alter who was reported was, by construction, visible to at least one person, so a zero is a data problem rather than a small number- label
optional short name for provenance
Why this is the honest option for some ties
Every other rule here recovers visibility from something the survey happened
to collect for another purpose. vis_from_clique() exploits the tie's
structure, vis_from_donor() and vis_from_model() substitute the
respondents' own. All three are attempts to get at a quantity nobody was
asked about.
For an "unbounded" tie there is no way round that. Neighbours and
acquaintances have no bounded group to count, so there is no roster to
derive from and nothing that makes the respondents a good stand-in for the
alters. Asking is the only route to the quantity, and this rule is what
turns the answer into an estimate.
It is a survey-design choice as much as an analysis one: it costs questionnaire time, and it can only be used if somebody decided in advance to ask. Where the question was asked, though, it beats an approximation derived from something else — and unlike the other rules, it puts the uncertainty somewhere visible, in reporting error rather than in an assumption.
Two things the answer may or may not include
The wording of the question decides both, and the package cannot tell from the numbers which was meant.
counts.ego— did the respondent count themselves among the alter's connections? "How many people like you does X know?" usually includes them; "how many other people like you" does not, and then one has to be added back.counts.self— did the answer count the alter? A question phrased about a group ("how many people are in X's household?") does; one phrased about connections does not. When it does, this rule behaves likevis_from_group_size(), which is the better constructor to reach for.
See also
vis_from_group_size(), for a reported group size rather than a
reported degree
Examples
vis_from_report("n_known_by")
#> <visibility_rule: reported(n_known_by)>
#> requires: n_known_by, .sib.in.F
#> is_estimated: FALSE (fit once; frozen across bootstrap replicates)
#> parameters:
#> report.var = n_known_by
#> counts.ego = TRUE
#> counts.self = FALSE
#> on_missing = error
#> on_impossible = error
#> label = NULL
#> assumptions:
#> - visibility is taken from the respondent's reported count in 'n_known_by'
#> - the reported count includes the respondent
#> - the reported count excludes the alter
#> - respondents report their alters' connections accurately; reporting error in this question passes straight into the estimate, where the other rules would instead carry an assumption
vis_from_report("n_other_known_by", counts.ego = FALSE)
#> <visibility_rule: reported(n_other_known_by)>
#> requires: n_other_known_by, .sib.in.F
#> is_estimated: FALSE (fit once; frozen across bootstrap replicates)
#> parameters:
#> report.var = n_other_known_by
#> counts.ego = FALSE
#> counts.self = FALSE
#> on_missing = error
#> on_impossible = error
#> label = NULL
#> assumptions:
#> - visibility is taken from the respondent's reported count in 'n_other_known_by'
#> - the reported count excludes the respondent, who is added back
#> - the reported count excludes the alter
#> - respondents report their alters' connections accurately; reporting error in this question passes straight into the estimate, where the other rules would instead carry an assumption