Voting Theory

Tutoring on Voting Theory

Learning Objectives:

Understand and Apply Voting Theory

Math Tutoring on Voting Theory

Sometimes voting is more involved that just electing whoever gets the most votes. There are several methods for determining a winner. A certain method for selecting a winner may be more appropriate based upon the type of election.

Fairness Criteria of Voting Theory in Math Tutoring:

1. If a candidate receives a majority of first-place votes, that candidate should be the winner. (Majority Criterion)

2. If a candidate is preferred in every one-to-one comparison with the other choices, that choice should be the winner. (Condorcet Criterion)

3. If voters change their votes to increase the preference for a candidate, it should not harm that candidate’s chances of winning. (Monotonicity Criterion)

4. If a non-winning choice is removed from the ballot, it should not change the winner of the election. (The Independence of Irrelevant Alternatives Criterion)



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Hook questions:

1.   State Voting Theory.

2.   State fairness criteria of Voting Theory.




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