Another thing that might be interesting would be a different voter
distributions. For example, the population might be split into 2
opposing factions.
I am not sure how that would be representabile on the graph.
Maybe the voter always votes for his own faction even if
another candidate
In the outlying areas of two or more color fuzz the mixed colors are
effectively getting tied all the time and a random winner among the
tied winners chosen, thus random fuzz.
These areas usually occur when the center of the population is more
than one standard deviation away from all of the
The (now with random tiebreaking) Bolson pictures pretty interesting.
Approval with mean-as-threshold (at least with Bolson's utility function)
is doing some pretty weird stuff! But "approval with poll" looks
very well behaved, at least in these examples (although I do not think
it'll be that nice
Warren,
--- Warren Smith <[EMAIL PROTECTED]> a écrit :
> Approval with mean-as-threshold seemed to "look bad" in the sense that
> it could prevent some candidates from ever winning, and make their
> winning regions
> lie far away from them if they existed.
We know that Approval is a method that r
