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Abstracts Book - LabSi

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only demand for flexibility, while others neither one. We find that (1) two-thirds of the subjects<br />

cannot be accounted for with the canonical exponential discounting model; and (2) there is demand<br />

for both pre-commitment and flexibility.<br />

Anna Conte,*° Daniela Di Cagno° and John Hey**° (* Tor Vergata University and FAO of the UN,<br />

**University of York, °Luiss Guido Carli)<br />

“Risk Aversion, Demographics and Unobserved Heterogeneity. Evidence from the Italian TV<br />

Show “Affari Tuoi””<br />

Affari Tuoi is a TV show in Italy. It is a 5 step interactive game between a player and an auctioneer.<br />

The game starts with 20 players, one coming from each of the Italian regions. There are 20 boxes<br />

containing the following prizes (expressed in Euros):<br />

0.01, 0.2, 0.5, 1, 5, 10, 50, 100, 250, 500,<br />

5000, 10000, 15000, 20000, 25000, 50000, 75000, 100000, 250000, 500000.<br />

The 20 boxes are randomly assigned to the 20 players. In each game one of the players is randomly<br />

selected and plays against the auctioneer, who knows what the content of the player’s box is. The<br />

player first opens six of the boxes assigned to the other players, losing the possibility to win the<br />

prices contained therein. At this point, the auctioneer either offers the player the chance to change<br />

his box with one of the remaining boxes, or offers the player an amount of money (which the<br />

auctioneer decides). If the player accepts the money, the game ends. Otherwise, he or she goes on<br />

with the game. There are four further potential rounds, in each of which the player opens three more<br />

boxes and the same procedure is repeated. If the player gets to the final round without having<br />

accepted any offer of the auctioneer, the player wins the contents of the box that he or she has at<br />

that point. Players’ choices between the money offers and the unknown prize in their box are binary<br />

choices between a lottery where the player can win one of the amounts left and a degenerate lottery<br />

with a prize that can be won with probability equal to one.<br />

This TV show is an excellent example of a natural experiment with clearly defined rules.<br />

The primary aim of this paper is to use data collected from 293 shows to estimate the preference<br />

functional of the players, which we assume to be a function of demographic variables and<br />

unobserved heterogeneity. We start assuming that the preferences are Expected Utility preferences<br />

and we estimate the risk aversion parameter of the players. We can test whether these preferences<br />

are stable through the show, or whether they change as the show progresses. We can also discover<br />

how risk attitude depends upon demographics.<br />

SESSION C2 – LEARNING AND INFORMATION<br />

Andrea Morone (Max Planck Institute of Economics and Università di Bari)<br />

“Iterative naïve best reply vs. elimination of dominated strategy in a p-beauty contest”<br />

In the last decade an increasingly effort has been devoted to explore the p-beauty contest game. The<br />

game itself is well known and extremely simple: players are asked to choose a number from a<br />

n<br />

1<br />

closed interval. The target number is G = p g , where 0 < p < 1 is a parameter, n is the<br />

n i<br />

t1<br />

number of players in the contest and g i €[0,100 ] is subject i’s guess. It is well known that for all p<br />

< 1 the unique equilibrium is 0. “Traditional economic theory postulates an ‘economic man,’ who,<br />

in the course of being ‘economic’ is also ‘rational.’ This man is assumed to have knowledge of the<br />

relevant aspect of his environment which, if not absolutely complete, is at least impressively clear<br />

18

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