id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_aauo62tjqbfofjqgw25dbvgrty	Enrico De Giorgi	The α-beauty contest: Choosing numbers, thinking intervals	2008	23	.pdf	application/pdf	7612	1207	78	Winning Number equals the rational Nash equilibrium 0, while if players have only finite confidence in their recent guess, the Winning Number in the 1-shot setting is strictly larger If a player guesses that the Winning Number is about 23, then the interval chosen might distribution of guessed numbers observed in the experimental results. all players are informed about the resulting Winning Number of the previous round. We assume that players use an iterative thinking process to guess the numbers which is the number that player ν would announce at step k of her thinking process, Xk is the expected Winning Number differs from the game-theoretic equilibrium 0 if the confidence thinking process would generated the asymptotic expected Winning Number y⋆ = y⋆0 c(ǫ). result, where the number of thinking level of each player is the outcome of a Poisson distributed random variable with τ = 4, while the confidence parameter is randomly chosen	./cache/work_aauo62tjqbfofjqgw25dbvgrty.pdf	./txt/work_aauo62tjqbfofjqgw25dbvgrty.txt