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 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
compensate
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 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
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 supporters
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 compliant.
I did
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 for A over
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 what do you