👉 Winner math, also known as the winner function, is a concept from game theory that identifies the optimal strategy for a player in a zero-sum game. In simpler terms, it's about finding the best move that maximizes your payoff while minimizing the opponent's potential payoff. The key is to recognize that each player's best choice depends on what the other player will do, creating a cycle of strategic decisions. The Nash Equilibrium is a crucial part of winner math, where no player can benefit by changing their strategy while the other player's remains unchanged. This equilibrium represents a stable state where both players are doing the best they can given the other's strategy.
