'Pairwise election' presentation slideshows

Tutorial: Computational Voting Theory

Tutorial: Computational Voting Theory. Vincent Conitzer & Ariel D. Procaccia. Outline. 1. Introduction to voting theory 2. Hard-to-compute rules 3. Using computational hardness to prevent manipulation and other undesirable behavior in elections 4. Selected topics (time permitting).

921 views • 79 slides

Tutorial: Computational Voting Theory

Tutorial: Computational Voting Theory. Vincent Conitzer & Ariel D. Procaccia. Outline. 1. Introduction to voting theory 2. Hard-to-compute rules 3. Using computational hardness to prevent manipulation and other undesirable behavior in elections 4. Selected topics (time permitting).

795 views • 79 slides

Common Voting Rules as Maximum Likelihood Estimators

Common Voting Rules as Maximum Likelihood Estimators. Vincent Conitzer, Tuomas Sandholm Presented by Matthew Kay. Outline. Introduction Noise Models Terminology Voting Rules Results Positive Results Lemma 1 Negative Results Conclusion Summary of Results Conclusions and Contributions

597 views • 45 slides

Computational Social Choice and Moral Artificial Intelligence

Computational Social Choice and Moral Artificial Intelligence. Vincent Conitzer, Duke University IJCAI-ECAI 2018 tutorial. comsoc mailing list : https://lists.duke.edu/sympa/subscribe/comsoc. Lirong Xia (Ph.D. 2011, now at RPI). Markus Brill (postdoc 2013-2015, now at TU Berlin).

333 views • 31 slides

Voting and social choice

249 views • 24 slides

CPS 590.4 Voting and social choice

243 views • 24 slides

CPS 296.1 Voting and social choice

238 views • 23 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 )

323 views • 22 slides

Common Voting Rules as Maximum Likelihood Estimators Vincent Conitzer (Joint work with Tuomas Sandholm) Early version

292 views • 19 slides

Voting (rank aggregation) rules

192 views • 19 slides