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THEORY OF METAGAMES
This theory appears to describe how most people play non-zero sum games involving any number of persons.
Prisoner's dilemma is an example of this; the aim is to identify points at which players actually tend to stabilize their play in non-zero sum games.
This theory not only identifies equilibrium points missed by traditional game theory in games that have one or more such points but also does so in games in which traditional theory finds no such points.
Its main goal is that, each player is trying to maximize the minimum gain of his opponent.
RULES OF GAME THEORY 1) The number of competitors is finite. 2) There is a conflict of interests between the participants. 3) Each of these participants has available to
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