Majority Choice Approval: Difference between revisions

imported>Homunq
imported>Homunq
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All of the methods are matrix-summable for counting at the precinct level. Only MCA-VR actually requires a matrix (or, possibly two counting rounds); the others require only O(N) tallies.
 
Thus, the method which satisfies the most criteria is MCA-AR, using [[Schulze]] to select one finalist and MCA-P to select the other. AsAlso anotable are MCA-M and MCA-P, which, as rated methodmethods (and thus oneones which failsfail Arrow's ranking-based Universality Criterion), this method isare able to seem to "violate [[Arrow's Theorem]]" by simultaneously satisfying monotonicity, theand Condorcet[[independence criterion,of andirrelevant clonealternatives]] independence(as well as of course sovereignty and non-dictatorship).
 
== An example ==
Anonymous user