Teoria della scelta sociale (FIL0436)
MATERIALE DIDATTICO
AA 2024/2025
Altri files
Articoli
- Balinski and Laraki 2007: A theory of measuring, electing, and ranking
- Brennan 2008: Psychological Dimensions in Voter Choice
- Brennan 2011: The Right to a Competent Electorate
- Buchanan 1974: Hegel on the Calculus of Voting
- Edlin et al. 2007: Voting as a Rational Choice
- Guerrero 2010: The paradox of voting and the ethics of political representation
- Guerrero 2014: Against Elections: The Lottocratic Alternative
- Reiss 2019: Against Epistocracy
- Rivas & Rockey: Expressive Voting with Booing and Cheering
Dispense
- Cheat Sheet Relations and Orders
- Class I/1: Problems of Collective Choice
- Class I/2: Motivation and Basic Notions
- Class I/3: Requirements on Preference Aggregation Functions and Collective Choice
- Class II/1: May's Theorem for two options
- Class II/2+3: Arrow's Impossibility Theorem
- Class III/1+2: Score-Based Voting Rules
- Class III/2+3: Median-Based Rules and Majority Judgment
Esercitazioni
AA 2023/2024
Altri files
Articoli
Dispense
- Class I/1+2: Challenges for Collective Choice
- Class I/3 + II/1: Conditions on Preference Aggregation
- Class II/1 + II/2: May's Theorem for Majority Voting
- Class II/2: Arrow's Impossibility Theorem
- Class III/1: Score-Based Voting Rules
- Class III/2: Condorcet Voting Methods
- Class III/3: Median-Based Rules and Majority Judgment
- Class IV/1--3 + V/1: The Paradox of Voting
- Relations and Preferences (cheat sheet)
AA 2022/2023
Altri files
Articoli
Dispense
- Class I/1: Motivation and Basic Notions
- Class I/2: Challenges for Collective Choice
- Class I/3 and II/1: Conditions on Preference Aggregation
- Class II/2 and II/3: Arrow's Theorem and Sen's Paradox
- Class III/1: May's Theorem for Majority Voting
- Class III/2: Tactical Voting and the Gibbard-Sattherthwaite Theorem
- Class III/3: Condorcet Methods
- Class IV/1+2: The Paradox of Voting
- Class V/1+2: Utility and Welfare Aggregation
- Class VI/1L: Score-Based Methods and Approval Voting
- Class VI/2: Median-Based Methods and Majority Judgment
- Relations and Orders
- Relations and Orders (short version)