A social choice function is a rule for choosing from a set
$D$ of objects, i.e., selecting suitable subsets of $D$.
Voting rules used in elections are the most prominent example of such
functions, which typically aggregate individual preferences (e.g., of
voters). Choice method "symdiff"
(currently the only one available)
chooses a given number $k$ of objects (winners) by
determining a relation $R$ which minimizes $\sum_b d(R_b, R)$
over all relations for which winners are always strictly preferred to
losers, without any further constraints on the relations between pairs
of winners or pairs of losers, where $d$ is symmetric difference
dissimilarity and the $R_b$ are crisp endorelations. (Note that
this is different from computing consensus preference relations.)
Available control options include:
[object Object],[object Object]