Talk:Definite Majority Choice: Difference between revisions

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imported>Araucaria
(So ties have to be discussed)
imported>Heitzig-j
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3 A=B=C
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Here no "majority agrees" that any candidate should be eliminated! [Heitzig-j]
 
== :So ties have to be discussed ==
 
:: No, I didn't talk about ties but about ties but about majorities! In the above example, there are defeats but no majorities in the usual sense of more than half of the voters. [Heitzig-j]
I think I sent a suggestion in private email, but here it is again.
 
:I think I sent a suggestion in private email, but here it is again.
The initial page I put up was intended as a public elections proposal. So I wasn't thinking about ties.
 
:The initial page I put up was intended as a public elections proposal. So I wasn't thinking about ties.
In DMC, we eliminate candidates that lose pairwise matches to higher-approved candidates. Call the set of remaining candidates P.
 
:In DMC, we eliminate candidates that lose pairwise matches to higher-approved candidates. Call the set of remaining candidates P.
If there is a tie, or if in a public election there is a near-tie (difference of, say, 0.01%), what about forming the superset P*, the union of all P's resulting from all possible reversed close races.
 
:If there is a tie, or if in a public election there is a near-tie (difference of, say, 0.01%), what about forming the superset P*, the union of all P's resulting from all possible reversed close races.
Then choose the winner by [[Random Ballot]].
 
:Then choose the winner by [[Random Ballot]].
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