MATHEMATICS OF VOTING A If a candidate is the winner of an e

MATHEMATICS OF VOTING

A. If a candidate is the winner of an election and in a second election one or more of the other candidates is removed, the previous winner should still be the winner. This criterion is called the ______ method.
B. A voting method that always satisfies the majority criterion but may not satisfy any other criterion is the ________________ method
C. A voting method that always satisfies the majority criterion and the monotonicity
criterion, but may not satisfy any other criterion, is the _______________ method.
D.If a candidate is the winner of an election and in a second election one or more of the other candidates is removed, the previous winner should still be the winner. This criterion is called the ________________ method

Solution

1)indipendent(Approval voting )

2)more likely to voter(Majority Majority)

3) range voting

4)indipendent(Approval voting )