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Math / Excursions in Modern Mathematics: Pearson New International Edition 8 / Chapter 1 / Problem 57

Excursions in Modern Mathematics: Pearson New International Edition | 8th Edition | ISBN: 9781292022048 | Authors: Peter Tannenbaum

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Explain why the method of pairwise comparisons satisfies the Condorcet criterion

Chapter 1, Problem 57

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QUESTION:

Explain why the method of pairwise comparisons satisfies the Condorcet criterion.

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QUESTION:

Explain why the method of pairwise comparisons satisfies the Condorcet criterion.

ANSWER:

Step 1 of 2

The Condorcet criterion is a fairness criterion that states that if a Condorcet candidate exists, that candidate should be the election winner. A Condorcet candidate is one who beats each of the other candidates in a pairwise comparison.

The method of pairwise comparisons is a voting system based on candidate head-to-head comparisons that awards one point to the winner, none to the loser, and point to each of the two candidates in the event of a tie.

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