Temporized Equilibria

This article introduces a paradigm for the calculation of an alternative solution to the Nash equilibrium applicable to the class of games G and develops mathematical methods for the analysis of these games. The concepts of deterrence, equilibrium and temporized solution will be introduced by means of mathematical definitions. The main result is the demonstration of the existence of an equilibrium point for each G game, while other results concern with the geometrical structure of the solution and with the restriction to symmetrical games in order to create a rigorous characterization of these situations. The topics to be treated have a significance that goes beyond the mere mathematical discussion to attain a level of universal understanding that aims to describe some of the most profound aspects of human society, religion, politics and in some ways, of consciousness itself.