Checking my understanding here: is this assumption ruling out quadratic voting, which asks for a weighted-ranking of candidates?
Yes, although I bet that Condorcet and consistent are still incompatible for deterministic voting systems, even if you allow taking in the entire utility functions
Checking my understanding here: is this assumption ruling out quadratic voting, which asks for a weighted-ranking of candidates?
Yes, although I bet that Condorcet and consistent are still incompatible for deterministic voting systems, even if you allow taking in the entire utility functions