The mathematical formulation of "Las que no duernen" can be represented as a repeated game with two players, where each player has two possible actions: cooperate (C) or defect (D). The payoffs for each player are defined as follows:
In this game, the Nash Equilibrium is achieved when both players defect (D, D), resulting in a payoff of (1, 1). However, if one player cooperates and the other defects, the cooperating player receives a lower payoff. The "Las que no duernen" model shows that under certain conditions, the players may oscillate between cooperation and defection, never achieving a stable equilibrium. las que no duermen nash pdf
An Exploration of the Mathematical Concept of "Las que no duermen" in Nash Equilibrium The mathematical formulation of "Las que no duernen"
| | Player 2 Cooperates (C) | Player 2 Defects (D) | | --- | --- | --- | | | (3, 3) | (0, 5) | | Player 1 Defects (D) | (5, 0) | (1, 1) | The "Las que no duernen" model shows that