IMPERFECT MONITORING · Imperfect Information in Economic Models. Repeated games with imperfect monitoring
FP6 — Marie Curie Actions (Human Resources and Mobility)
- Duration
- 2006-11-30 → 2009-11-29
- EU contribution
- €234,162
- Participants
- 2
- Scheme
- OIF
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Results in brief
Final Activity Report Summary - IMPERFECT MONITORING (Imperfect Information in Economic Models. Repeated games with imperfect monitoring)
The most important scientific achievement under this fellowship is the one included in the paper 'Community enforcement beyond the prisoner's dilemma'. This paper is joint work with Joyee Deb (from New York University) and is currently on the very final stage of preparation to be submitted for publication. This paper is enclosed into the literature on repeated anonymous random matching games. More precisely, this literature deals with a model of repeated interaction between the agents in a large community. One benchmark application is to a situation where there are many traders that engage repeatedly on pair-wise transactions with other traders. The main goal of this literature is to understand to what extent cooperative behaviour can arise in such a setting (which is a particular instance of repeated games with imperfect private monitoring). The state of the art of the subject by the time when this project started can be summarised as follows. If information transmission is minimal (i.e. in each period, each trader only observes the outcome in his current transaction), the seminal papers by Kandori and Ellison in the early nineties establish that cooperation can be achieved in the prisoner's dilemma through what they called community enforcement. So far, there had been no successful attempt to generalise their results beyond the prisoner's dilemma without enriching the flow of information between agents. When extra assumptions are made concerning the information available to the agents as the game unfolds, it is possible to get general folk theorems in this context and a good number of papers have established this for different assumptions on information transmission. The main result in our paper is to establish that, for a general class of games that includes the prisoner's dilemma as a very special instance, a typically large number of payoffs can be obtained as sequential equilibrium outcomes of the corresponding repeated anonymous random matching games (with no extra assumptions on information transmission). This result generalises the findings of Kandori and Ellison and, more importantly, shows that the natural notion of community enforcement identified in their papers is valid beyond the prisoner's dilemma game. Community enforcement refers to a general class of strategies with the feature that the players' whose behaviour does not adhere to the 'social norm' is ultimately punished not only by those players who observe this 'anomalous behaviour' but by the entire community. The main difference between the strategies used in our construction and their strategies is that we need to start the game with a phase of trust building, but these strategies preserve the feature that the incentives of the players are controlled through community enforcement.
Data: CORDIS, © European Union
Project objective
This project pretends to form the candidate in the field of information in game theoretical models. The motivation for this line of research is that, within the field of game theory, the games with either incomplete or imperfect information are the most widely applied to economic situations. More specifically, the main focus of this project is on repeated games with complete information but imperfect monitoring. A promising line of research that has traditionally attracted game theorists. Being the latter attraction specially strong in the last few years because of the recent advances in the topic. Moreover, the timeliness of this project is supported, for instance, by the recent award of the Nobel Prize in Economics to R. Aumann, being some of his major contributions inside the field in which this project is enclosed. The applicant would be hosted by the Managerial Economics and Decision Sciences Department of the Kellogg School of Management and by the Department of Economics of Northwestern University. Northwestern University is ranked best university in the world in Microeconomic Theory and Game Theory and is currently very active in the field of this project. The supervisor of the research project is the renowned researcher E. Kalai. The return institution is the University of Vigo, which belongs to a less-favoured region (Galicia, Spain). The supervisor is G. Bergantiños and the applicant would be reintegrated in the Research Group of Economic Analysis, whose members are experienced researchers with lot o f international collaborations. This project is quite inter-disciplinary, since the economic situations that it covers require advanced mathematical techniques. We want to emphasize that the applicant's current background and skills perfectly suit this project. He has an excellent mathematical background and has research experience in top economic departments both in Europe and in the United States.
Original text from CORDIS.
Participants
- UNIVERSIDAD DE VIGO (UNIVERSITY OF VIGO) · VIGOCoordinatorCity levelSpain
- KELLOGG SCHOOL OF MANAGEMENT. NORTHWESTERN UNIVERSITY · EVANSTON, ILCountry levelUnited States
Links
Data: CORDIS, © European Union
