In July 2016, I presented my work at the 17th International Symposium on Dynamic Games in Urbino, Italy. My presentation explained Parrondo’s paradox and investigated the sequence of A-B loosing games and how self-similarity plays a role in the winning aspect of loosing games. This paradox involves playing two games that are, one their own, loosing games. However, when these two games are set in a particular sequence, the result is a winning game. The theory that describes Parrondo’s paradox uses the idea of Brownian motion ant the model of the flashing Brownian ratchet. The following is the presentation:
Urbino_presentation_short_final