Primo modulo: significato e ruolo delle istituzioni; ruolo dello Stato e del mercato;
teorie del settore pubblico e della burocrazia.
Secondo modulo: sistemi di votazioni; scelta della regola di voto; manipolazioni dei sistemi di voto; concorrenza politica; indici di potere nei sistemi a voto ponderato; applicazioni a organismi internazionali.
Terzo modulo: teorie e casi di studio di regolazione dei mercati e dei contratti di concessione.
Hillman, A. Public Finance and Public Policy 2nd ed, CUP 2009 cap 1, 2, 3, 6 e 10
Nurmi, H. Models of Political Economy, Routledge, 2006, cap: 6, 7, 8, 9, 10;
Taylor, A. Mathematics and Politics. Strategy voting Power and Proof, Springer; cap: 4 e 5
Per il terzo modulo: K. Train, Optimal Regulation: The Economic Theory of Natural Monopoly, MIT Press, 1991
Obiettivi Formativi
Mettere lo studente in grado di comprendere, analizzare e valutare il funzionamento delle organizzazioni complesse
Prerequisiti
Il corso è self contained a questo fine la prima settimana di corso è dedicata al richiamo di concetti e metodi di analisi economica
Metodi Didattici
Principalmente lezioni (70%), approfondimenti e studi di caso (30%)
Altre Informazioni
.
Modalità di verifica apprendimento
Gli studenti frequentanti possono a loro scelta presentare una tesina su di argomento preventivamente concordato dal docente oppure possono sostenere l'esame mediante un colloquio orale. Gli studenti non frequentanti debbono necessariamente sostenere il colloquio orale
Programma del corso
Markets and Government: The Prima Facie Case for the Market ; The Rule of Law; Efficiency and Social Justice. Institution and Governance: The Political Principal–Agent Problem; Government Bureaucracy; Life without Markets and Private Property . Public goods: Types of Public Goods; Information and Public Goods; Cost-Benefit Analysis. Voting: The Median Voter and Majority Voting; Political Competition ; Voting on Income redistribution. The need for Government: Growth of Government and the Need for Government; Cooperation, Trust, and the Need for Government; Views on the Need for Government. Bargaining and coalitions: Classic solutions; Stability, core and bargaining sets; Values for n-person games; Applications to European institutions; Power and preferences. Decision making in committees : Basic concepts; Aggregating opinions; New systems, new winners. Theory of committee voting: Borda count: two ways out; Problems of Borda count; Condorcet’s paradox; Condorcet’s solutions; Problems of Condorcet’s intuition; Voting procedures; Positional methods and Condorcet criteria; Inconsistency of binary procedures; Non-monotonicity of multi-stage procedures; Choice procedures and performance criteria; Two social choice theorems; Voting as a game. Designing for elections and public goods provision: The majority rule; Majority and plurality; Single transferable vote; Quota and divisor methods; Proportionality of what? ; The general design problem; Optimizing the public goods provision;. What kind of government?: States as bandits; A just state; Redistribution and rent seeking; Suggested reading. Aspects of policy evaluation: Deciding the number of criteria; Majorities, positions, weights; Changes in alternative sets; Close and yet so far; One more criterion cannot do any harm, can it?; Forest and the trees; Voters are much the same as criteria. Political Power:. The Shapley-Shubik Index of Power; Calculations for the European Economic Community;. The Banzhaf Index of Power; Two Methods of Computing Banzhaf Power; The Power of the President;. The Chair’s Paradox. More on social choice : Social Welfare Functions; A Generalization of May’s Theorem; Arrow’s Impossibility Theorem; The Gibbard-Satterthwaite Theorem; Single Peakedness—Theorems of Black and Sen.