Eric Gorr said:
> I recently purchased a copy of Arrow's book 'Social Choice and
> Individual Values' Second Edition (ISBN: 0300013647).
>
> The last time this topic came up, it was argued that Arrow's Theorem
> only involved strict preferences, based on the document found at:
Eric-
I freely conc
Here are some messages that might be of interest:
Forest proposes the method (MCA):
http://groups.yahoo.com/group/election-methods-list/message/9571
Alex proposes that any number of favorites be permissible:
http://groups.yahoo.com/group/election-methods-list/message/9582
Forest agrees but express
I recently purchased a copy of Arrow's book 'Social Choice and
Individual Values' Second Edition (ISBN: 0300013647).
The last time this topic came up, it was argued that Arrow's Theorem
only involved strict preferences, based on the document found at:
http://faculty-web.at.northwestern.edu/ec
> Date: Fri, 17 Oct 2003 05:37:48 -0400
> From: [EMAIL PROTECTED] (Donald Davison)
> Subject: [EM] Gervase, may I correct you?
> Back in August, I ranked Irving number one, not number ten (number one
> being the best).
> But, you got something right when you said that I ranked Approval number
> e
Chris,
--- Chris Benham <[EMAIL PROTECTED]> a écrit : > Kevin,
> I was surprised to see you recently write (Fri.Oct.17)
>
> "The point of allowing equal ranking in IRV, is to make it always safe to vote
> without order reversal."
>
> because equal-ranking-allowed whole votes IRV doesn't reall
David Gamble wrote:
> Year 1
>
> An election is held using Borda for a single seat. There are two
> candidates A and B. The voters give the following rankings:
>
> 12 A
> 40 A>B
> 30 B>A
> 18 B
>
> A obtains 52 points (52x1 + 30x0), B obtains 48 points (48x1 +
> 40x0). A wins.
>
> Year 2
>
> This