The sum of the parts can violate the whole

We separate initiatives or for a bundled bill. This disaggregation allows us to compute the likelihood e develop a geometric approach to identify all Possible profiles that support specified votes for of different scenarios describing how voters split over the alternatives and to over new interpretations for pairwise voting. The source of the problems-an unanticipated loss of available information-also explains a variety of other phenomena, such-as Simpson's paradox (a statistical paradox in which the behavior of the "parts" disagrees with that of the "whole") and Arrow's theorem from social choice.