This book provides the first comprehensive introduction to multi-agent,
multi-choice repetitive games, such as the Kolkata Restaurant Problem
and the Minority Game. It explains how the tangible formulations of
these games, using stochastic strategies developed by statistical
physicists employing both classical and quantum physics, have led to
very efficient solutions to the problems posed. Further, it includes
sufficient introductory notes on information-processing strategies
employing both classical statistical physics and quantum mechanics.
Games of this nature, in which agents are presented with choices, from
among which their goal is to make the minority choice, offer effective
means of modeling herd behavior and market dynamics and are highly
relevant to assessing systemic risk. Accordingly, this book will be of
interest to economists, physicists, and computer scientists alike.