Fishburn’s Classification
One can classify voting rules on the basis of the information they require. The best known such classification is due to Fishburn (1977):
Answer
• C1: Winners can be computed from the majority graph alone. Examples: Copeland, Slater
• C2: Winners can be computed from the weighted majority graph (but not from the majority graph alone). Examples: Kemeny, Ranked-Pairs, Borda (think about it!)
• C3: All other voting rules. Examples: Young, Dodgson, STV
Question
Fishburn’s Classification
One can classify voting rules on the basis of the information they require. The best known such classification is due to Fishburn (1977):
Answer
?
Question
Fishburn’s Classification
One can classify voting rules on the basis of the information they require. The best known such classification is due to Fishburn (1977):
Answer
• C1: Winners can be computed from the majority graph alone. Examples: Copeland, Slater
• C2: Winners can be computed from the weighted majority graph (but not from the majority graph alone). Examples: Kemeny, Ranked-Pairs, Borda (think about it!)
• C3: All other voting rules. Examples: Young, Dodgson, STV
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Open it Fishburn’s Classification
One can classify voting rules on the basis of the information they require. The best known such classification is due to Fishburn (1977):
• C1: Winners can be computed from the majority graph alone. Examples: Copeland, Slater
• C2: Winners can be computed from the weighted majority graph (but not from the majority graph alone). Examples: Kemeny, Ranked-Pairs, Borda (think about it!)
• C3: All other voting rules. Examples: Young, Dodgson, STV
Original toplevel document (pdf)
owner: rappatoni - (no access) - comsoc-voting-rules-2017 (1).pdf, p17
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