👉 Won's Math, also known as the Wons Theorem, is a fundamental principle in game theory that helps determine the optimal strategies for players in zero-sum games. It states that in a finite, complete, and symmetric game where players have perfect information about each other's moves, there exists a mixed strategy equilibrium where each player's expected payoff is maximized given the other player's strategy. This equilibrium ensures that no player can benefit by unilaterally changing their strategy, as any deviation would lead to a worse outcome. The theorem is crucial for predicting and understanding the behavior of rational players in competitive scenarios, such as economic competition or military conflicts.
