Given a bipartite matching (object of class
create a logical vector of the same length indicating which units
were and were not placed into matched sets.
matched(x) unmatched() matchfailed(x)
Vector of class
unmatched indicate which elements of
x do and do not belong to matched sets, as indicated by
their character representations in
fullmatch has been presented with an inconsistent
combination of constraints and discrepancies between potential
matches, so that there exists no matching (i) with finite total
discrepancy within matched sets that (ii) respects the given
constraints, then the matching problem is said to be infeasible.
TRUEs in the output of
matchfailed indicate that
this has occurred.
A logical vector (without names).
To understand the output of
fullmatch handles a matching problem in three
steps. First, if
fullmatch has been directed to match
within subclasses, then it divides its matching problem into a
subproblem for each subclass. Second,
from each subproblem those individual units that lack
permissible potential matches (i.e. potential matches from which
they are separated by a finite discrepancy). Such "isolated"
units are flagged in such a way as to be indicated by
unmatched, but not by
fullmatch presents each subproblem, with isolated
elements removed, to an optimal matching routine. If such a
reduced subproblem is found at this stage to be infeasible, then
each unit contributing to it is so flagged as to be indicated by
data(plantdist) mxpl.fm0 <- fullmatch(plantdist) # A feasible matching problem c(sum(matched(mxpl.fm0)), sum(unmatched(mxpl.fm0))) sum(matchfailed(mxpl.fm0)) mxpl.fm1 <- fullmatch(plantdist, # An infeasible problem max.controls=3, min.controls=3) c(sum(matched(mxpl.fm1)), sum(unmatched(mxpl.fm1))) sum(matchfailed(mxpl.fm1)) mxpl.si <- factor(c('a', 'a', 'c', rep('d',4), 'b', 'c', 'c', rep('d', 16))) names(mxpl.si) <- LETTERS[1:26] mxpl.exactmatch <- exactMatch(mxpl.si, c(rep(1, 7), rep(0, 26 - 7))) # Subclass a contains two treated units but no controls; # subclass b contains only a control unit; # subclass c contains one treated and two control units; # subclass d contains the remaining twenty units. # only valid subproblems will be used mcl <- c(1, Inf) mxpl.fm2 <- fullmatch(plantdist + mxpl.exactmatch, max.controls=mcl) sum(matched(mxpl.fm2)) table(unmatched(mxpl.fm2), matchfailed(mxpl.fm2)) mxpl.fm2[matchfailed(mxpl.fm2)] mxpl.fm2[unmatched(mxpl.fm2) & # isolated units return as !matchfailed(mxpl.fm2)] # unmatched but not matchfailed
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