Condorcet ranking: Difference between revisions

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== Smith set ranking ==
[[File:Finding smith set ranking.png|thumb|543x543px|An example of finding the generalized Smith set ranking using the [[Pairwise counting|pairwise matrix]].]]
A '''Smith ranking''' ('''Smith set ranking''') is the same as a Condorcet ranking, except instead of being defined in terms of the Condorcet winner and Condorcet loser, it is defined in terms of the [[Smith set]] and [[Smith set#Smith loser set|Smith loser set]]. When there is a multi-member Smith set, the candidates in the Smith set may be ranked in any order so long as they are all ranked above non-Smith set candidates, with the same applying for the Smith loser set candidates with regards to being ranked lower than non-Smith loser set candidates.