[EM] breakdown of Oakland mayor ballots
robert bristow-johnson
rbj at audioimagination.com
Sat Nov 13 10:31:08 PST 2010
On Nov 13, 2010, at 1:20 PM, Bob Richard wrote:
> On 11/13/2010 8:09 AM, Kristofer Munsterhjelm wrote:
>>
>> Sand W wrote:
>>> Here are the results on an actual election: http://www.demochoice.org/dcresults.php?poll=OakMayor&type=table
>>> <http://www.demochoice.org/dcresults.php?poll=OakMayor&type=table>
>>>
>>> Perata (or maybe someone in his camp) accuses the other candidates
>>> of "gaming the system" by promoting each other as 2nd choices.
>>>
>>> Some challengers tried to do that to IRV-leader Kriss Worthington
>>> too, but he won by a landslide.
>>
>> Unfortunately, there isn't enough data here to check who would won
>> under other methods, except for Plurality (where Don Perata would
>> have won). To find out the social order for a Condorcet method, one
>> would need the Condorcet matrix, and for most other methods, the
>> raw ballot data itself.
>
> Raw ballot data is here:
>
> http://www.acgov.org/rov/rcv/results/OaklandMayor/ballot_image.txt
> http://www.acgov.org/rov/rcv/results/OaklandMayor/
> master_lookup.txt
> http://www.acgov.org/rov/rcv/results/ballot_image_help.pdf
>
> Here is the Condorcet matrix from these data files (entries are the
> number preferring the row candidate over the column candidate). If
> your email program doesn't handle HTML tables very well, this might
> be scrambled.
what a minute Bob, just comparing the Perata/Quan race, it appears
that your totals are off by about 10000, when you compare to that
DemoChoice results at http://www.demochoice.org/dcresults.php?poll=OakMayor&type=table
. the IRV final round should be precisely the pair of numbers you
get in the Condorcet matrix (why the hell did that format get used?,
it should be a triangle so that the relevant numbers sit side-by-side).
you have
Quan 53778
Perata 51720
whereas the IRV round-by-round results are
Quan 43825
Perata 41949
so what gives? that's a pretty big discrepancy.
--
r b-j rbj at audioimagination.com
"Imagination is more important than knowledge."
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