[EM] VoteFair software negotiation tool, works for filling cabinet positions
Richard Fobes
ElectionMethods at VoteFair.org
Wed Sep 5 10:36:39 PDT 2012
On 9/4/2012 2:15 PM, Kristofer Munsterhjelm wrote:
> Here's a system I thought about some days ago. ...
On 9/5/2012 3:22 AM, Raph Frank wrote:
> In Northern Ireland, they have a mandatory coalition system.
> Basically, the leader of the largest party becomes First Minister and
> leader of the largest party from the other community becomes deputy
> First Minister. The remaining seats at cabinet are then divided using
> the d'Hondt method between the parties. ...
For something similar/related that I created some years ago, please take
a look at the "VoteFair negotiation tool" at www.NegotiationTool.com and
in particular please look at "Demo 2":
http://www.negotiationtool.com/cabinetministers.html
It uses VoteFair ranking with additional capabilities that, for example,
allow parliament members to elect a group of cabinet members in a way
that is quite fair.
The main two added features:
* When a group of voters fails to get their top preference implemented
for a few seats ("proposals"), they -- if they are numerous enough --
get to fill a seat.
* Voters, or an impartial administrator, specify which proposals are
incompatible with which other proposals -- such as the same person not
being allowed to fill two different cabinet seats.
These features are in addition to the ability of the underlying VoteFair
representation ranking to give fair representation to a large minority.
This means that a "51%" does not outvote a "49%", except in the case
of choosing the first proposal, which in this example is filling the
Prime Minister position.
All of this is done without identifying party affiliations (of either
the voters or the candidates). This means that it handles a
non-gaussian distribution, and even a multidimensional distribution.
As the name implies, it's a software negotiation tool that has many
other applications besides filling elected positions.
Questions? Please ask.
Richard Fobes
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