Hi Kevin,
On Fri, Jan 28, 2011 at 11:01 AM, Kevin Venzke step...@yahoo.fr wrote:
The 2D Yee diagrams cast voters around a point without any bias in favor
of one dimension or the other, as far as I know. I don't think that is
likely to be realistic. I think a 1D Yee diagram would be more
On Fri, Jan 28, 2011 at 3:08 PM, Kristofer Munsterhjelm
km-el...@broadpark.no wrote:
One could generalize Yee diagrams to other distances than Euclidean, but
AFAIK, there's a theorem that says that with any centrosymmetric
distribution, the Yee diagram for a Condorcet method is the L2 Voronoi
Simplified models can be used to prove something about real life if one
assumes that the model is accurate enough for the situation in question. 2D
models are often very good in demonstrating and visualizing some properties of
voting methods. But they can thus not be assumed to prove some
Leon Smith wrote:
On Fri, Jan 28, 2011 at 3:08 PM, Kristofer Munsterhjelm
km-el...@broadpark.no wrote:
One could generalize Yee diagrams to other distances than Euclidean, but
AFAIK, there's a theorem that says that with any centrosymmetric
distribution, the Yee diagram for a Condorcet method
There are a couple different (honest) voter models that have commonly
been used. The two used in Warren's Bayesian Regret simulations and
ranked Yee diagrams come to mind, of course.
Given access to enough data of fully-ranked, it seems to me that it
should be possible, especially with a Yee
Hi Leon,
--- En date de : Ven 28.1.11, Leon Smith leon.p.sm...@gmail.com a écrit :
There are a couple different (honest)
voter models that have commonly
been used. The two used in Warren's
Bayesian Regret simulations and
ranked Yee diagrams come to mind, of course.
Given access to
Leon Smith wrote:
There are a couple different (honest) voter models that have commonly
been used. The two used in Warren's Bayesian Regret simulations and
ranked Yee diagrams come to mind, of course.
I think Warren's Bayesian Regret simulations use a number of models,
averaging together
