A limit theorem for random games
SPEAKER | Maria Jose Gonzalez
DATE | May 10(Wed), 2017
TIME | 11:00
PLACE | 1503
ABSTRACT | We will apply techniques which arise in the context of Fourier Analysis on Boolean functions to study the behavior of the iterates of a special kind of functions, called selectors, acting on random variables. Our main motivation comes from game theory, however selectors appear in many different contexts, such as elections or noisy computations. Joint work with F. Durango, J.L. Fernandez and P. Fernandez.