INVESTIGADORES
CARIDI Delida Ines
congresos y reuniones científicas
Título:
The Full Strategy Minority Game
Autor/es:
GABRIEL ACOSTA; INÉS CARIDI; SEBASTIÁN GUALA; JAVIER MARENCO
Lugar:
Bahía Blanca, Provincia de Buenos Aires
Reunión:
Congreso; TERCER CONGRESO DE MATEMÁTICA APLICADA, COMPUTACIONAL E INDUSTRIAL III MACI 2011; 2011
Institución organizadora:
Asociación Argentina de Matemática Aplicada, Computacional e Industrial
Resumen:
The Full Strategy Minority Game (FSMG) is an instance of the Minority Game (MG) which includes a single copy of every potential agent. In this work, we explicitly solve the FSMG thanks to certain symmetries of this game. Furthermore, by considering the MG as a statistical sample of the FSMG, we compute approximated values of the key variable σ^2/N in the symmetric phase for different versions of the MG. We also show that the FSMG verifies a strict period two dynamics (i.e., period two dynamics satisfied with probability 1) giving, to the best of ourknowledge, the first example of an instance of the MG for which this feature can be analytically proved. Thanks to this property it is possible to give a simple way of computing the probability that a general instance of the MG verifies the period two dynamics.
