As of now, 7 people have voted in the voting systems poll. Only
about 2 days of balloting remain.
Mike Ossipoff
_
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I should add that Blake's example below, in addition to being an
example of Margins' easy order-reversal gain, is also an example of
Margins yielding to mere truncation.
But Blake didn't have to go to all that trouble--I'd already posted
examples of that.
45 A B C
20 B A C
35 C B A
Mike Ossipof
Anthony said:
You're not telling me that people routinely object to any
post not explicitly justified by direct reference to concerns
actually stated by large numbers of voters, are you?
I reply:
I don't know, did I tell you that?
No, I didn't object to postings whose arguments were irrelevan
>> From: MIKE OSSIPOFF
>> Subject: Re: Richard & the diagram
>> >I think it should be pointed out that "distances from lines
>> >drawn on a diagram" is not something different from the
>> >concerns of the voter-on-the-street, but merely a more
>> >precise picture of it.
>> Fine. But I must have
Mr. Ossipoff wrote--
My concern about truncation is due to its common incidence in all rank
ballotings, and Margins' vulnerability to it.
---
D- There is obviously a very major concern about truncation in ANY method if
there is no majority requirement.
That is, Plurality is the result.
26 A
2
Forest Simmons wrote:
> I will argue in another posting that in general maximizing mean utility is
> less democratic than maximizing median utility, which in turn is less
> democratic than maximizing (number of voters receiving) acceptable utility
> (which corresponds to Approval).
I'm going t
Thanks for the example Bart. I had found a similar one myself. But I'm not
convinced that the majority candidate is more democratic than the median
candidate, just as I am not convinced that the majority candidate is
better than the Approval candidate.
Presumably in the example below there are ot
Excellent. Thanks both of you for your help. :)
In case anyone is interested, I plugged that into Excel to calculate the
first 25 results, and played around with formulas for a while: I settled
on B(N)= int( N! x exp(N*B) x C ). With B=0.3666 and C=0.7213 (aprox).
With the correct values of B
I would like to make a couple of suggestions relating to Approval Runoff
that address your questions.
1. The natural ballots for Instant Approval Runoff are Dyadic Approval
Ballots. At each stage of the runoff the coarsest remaining inequality is
the current approval cutoff.
Remember that on Dya
Someone has designated Ranked Pairs(margins), and so it's necessary
to ask for a complete definition of it. In particular, how exactly
does it deal with equal defeats, in all the kinds of situations
in which they can occur and in all the procedural questions they can
raise in an RP(m) count?
Obv
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