'Preferred candidate' presentation slideshows

CPS 296.3 Social Choice & Mechanism Design

CPS 296.3 Social Choice & Mechanism Design. Vincent Conitzer conitzer@cs.duke.edu. Voting over outcomes. voting rule (mechanism) determines winner based on votes. >. >. >. >. Voting (rank aggregation). Set of m candidates (aka. alternatives , outcomes )

505 views • 39 slides

CPS 296.3 Social Choice & Mechanism Design

CPS 296.3 Social Choice & Mechanism Design. Vincent Conitzer conitzer@cs.duke.edu. Voting over outcomes. voting rule (mechanism) determines winner based on votes. >. >. >. >. Voting (rank aggregation). Set of m candidates (aka. alternatives , outcomes )

398 views • 39 slides

Institutional Executive Officer Search Process as adopted by the

369 views • 28 slides

CPS 196.2 Voting and social choice

CPS 196.2 Voting and social choice. Vincent Conitzer conitzer@cs.duke.edu. Voting over outcomes. voting rule (mechanism) determines winner based on votes. >. >. >. >. Voting (rank aggregation). Set of m candidates (aka. alternatives , outcomes )

322 views • 22 slides

Social choice (voting)

Social choice (voting). >. >. Vincent Conitzer conitzer@cs.duke.edu. >. >. Voting/rank aggregation. Set of m candidates (aka. alternatives , outcomes ) n voters ; each voter ranks all the candidates E.g. if set of candidates {a, b, c, d}, one possible vote is b > a > d > c

290 views • 16 slides

Social choice (voting)

Social choice (voting). >. >. Vincent Conitzer conitzer@cs.duke.edu. >. >. Voting/rank aggregation. Set of m candidates (aka. alternatives , outcomes ) n voters ; each voter ranks all the candidates E.g. if set of candidates {a, b, c, d}, one possible vote is b > a > d > c

276 views • 16 slides

Social choice (voting)

Social choice (voting). >. >. Vincent Conitzer conitzer@cs.duke.edu. >. >. Voting/rank aggregation. Set of m candidates (aka. alternatives , outcomes ) n voters ; each voter ranks all the candidates E.g. if set of candidates {a, b, c, d}, one possible vote is b > a > d > c

168 views • 16 slides

Steering Committee Meeting October 9, 2013

263 views • 7 slides

Strategic Voting Voting decision conditioning on pivotal event

Inferring Strategic Voting Kei Kawai Yasutora Watanabe Northwestern University Northwestern University . Introduction. Model. Estimation. (Partial) Identification. (Partial) Identification of Preference

137 views • 1 slides