[EM] Election-Methods Digest, Vol 144, Issue 11
km_elmet at t-online.de
Sat Aug 20 03:49:42 PDT 2016
On 08/16/2016 03:57 AM, Sennet Williams wrote:
> Stop being ridiculous. There is never only "three candidates" in a
> contested IRV election. Since Oakland, SF and Berkeley modernized to
> IRV, there are generally 9-10 candidates. (unless there is a popular
> incumbent) And all serious candidates campaign for the widest support
> they can, from the center.) (Unless they totally ignore the IRV system,
> like Don Perata did in Oakland's first IRV election.) He learned that
> you cannot buy an IRv election.
Here's how to make a 10-candidate monotonicity problem example:
1. Pick a 3-candidate monotonicity problem example.
2. Add 7 other candidates and modify the ballots so that the new
candidates are all eliminated before the 3 candidates in the original
3. You now have a 10-candidate monotonicity problem example.
Since IRV is based on elimination, if there's a problem with IRV with k
candidates, there will also be a problem with IRV with n candidates,
n>k. So if there's a three-candidate monotonicity problem in IRV,
there's also a ten-candidate monotonicity problem.
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