On 8/25/07, Jobst Heitzig <[EMAIL PROTECTED]> wrote:
>
>
> > So there are two main devices for solving the challenge: vote trading
> > and randomness.
>
> There is a third one! One of the oldest voting methods that have been
> studied can also solve it at least in part. I wonder who will first see
Jobst,
It was Hay Voting that I was referring to. Maybe this post contains the
desired answer to your puzzle?
Kevin Venzke
--- Jobst Heitzig <[EMAIL PROTECTED]> a écrit :
> Dear Forest,
>
> you wrote:
>
> > I have one question, though. If best strategy is to report true
> > utilities, then wha
At 09:01 AM 8/25/2007, Jobst Heitzig wrote:
>Dear Steve,
>
> > Although Jobst may not have intended this assumption, I will continue to
> > make the assumption that the B minority's preference intensity for the
> > compromise C over A is much greater than the A majority's preference
> > intensity f
At 09:09 AM 8/25/2007, Jobst Heitzig wrote:
>Dear Abd ul-Rahman!
> > >Range *is* a majoritarian method since a majority can elect whomever
> > >it wants by bullet voting.
> >
> > That does not contradict what I wrote. Being a "majoritarian" method
> > does not make the method Majority Criterion com
At 09:16 AM 8/25/2007, Jobst Heitzig wrote:
>I don't think nearly half of the electorate should pay the other
>half for getting what is the more just solution in my eyes. Perhaps
>that is a difference in culture?
No. It's an understanding of what utilities mean. If A does not win,
the supporter
Dear Kevin,
> Hi,
>
> It seems to me there might be a use for something like the method that
> was proposed awhile ago that had to do with offering voters incentives
> to give sincere ratings. For example, the majority would give the
> sincere score to their compromise in exchange for their vote
Dear Forest,
> The main thing I overlooked was vote trading.
>
> So there are two main devices for solving the challenge: vote trading
> and randomness.
There is a third one! One of the oldest voting methods that have been studied
can also solve it at least in part. I wonder who will first see
Dear Abd ul-Rahman,
> Okay, here is my solution. The B voters gain some very substantial
> advantage for the election of C over the favorite of the A voters,
> who have only a substantially smaller preference for A over C.
>
> So the B voters offer something of value to the A voters to
> compe
Dear Abd ul-Rahman!
> >Range *is* a majoritarian method since a majority can elect whomever
> >it wants by bullet voting.
>
> That does not contradict what I wrote. Being a "majoritarian" method
> does not make the method Majority Criterion compliant.
I did not claim that is does. But the rele
Dear Steve,
> Although Jobst may not have intended this assumption, I will continue to
> make the assumption that the B minority's preference intensity for the
> compromise C over A is much greater than the A majority's preference
> intensity for A over C.
Sorry, I had just not read carefully
Dear Brian!
> But to me the end of the strategy discussion is that the A faction
> could simply bullet vote and no system can recover from a simple
> majority of votes {A=100,B=0,C=0}.
If that was so, I would not have posed the question :-)
There are methods that will lead to the election of
11 matches
Mail list logo