Abstract
In this chapter we consider the problem of finding Nash equilibria in mixed strategies for noncooperative games, in which the payoffs are listed in matrices or more generally in tensors. The main part of this chapter deals with bi-matrix games. Such a game is a noncooperative two-person game with a finite set of actions for each player. The Nash equilibrium is the standard equilibrium concept for a noncooperative game. It states that a strategy is an equilibrium when no player can improve upon his situation by deviating from his strategy while all other players keep on playing their strategies.
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