Famous Dissertations J., 1951 Over the past 60 years, game theory has been one of the most influential theories in the social sciences, pervasive in economics, political science, business administration, and military strategy – the disciplines most consulted by the powers-that-be for “real-world,” hh-stakes decisions. Nash's 28-page dissertation on non-cooperative games, which was written under the supervision of Albert W. Tucker, contained the definition and.
Why was John Nash's 1950 Game Theory paper such a b deal. From what I understand, Nash used fixed point iteration to prove that non-zero-sum games would also have the analogous result. Unless I'm mistaken, the 1928 paper by John von Neumann demonstrated that all n-player non-cooperative and zero-sum games possess an.
John F. Nash Days later, Cliff Pickover hhted a curious factoid: When Nash wrote his Ph. thesis in 1950, “Non Cooperative Games” at Princeton University, the dissertation (you can read it online here) was brief. And it laid the foundation for his dissertation, another seminal work in the development of game theory, for which Nash won the Nobel Prize in Economic Sciences in 1994. He became a doctor in 1950 with a thesis on dissertation on non-cooperative games. This thesis was later renamed ‘Nash Equilibrium’ and comprised of.