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CONCEPTOS RELEVANTES DE LA TEORIA DE JUEGOS 

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CONCEPTOS RELEVANTES DE LA TEORIA DE JUEGOS 

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1. Nash Equilibrium
A solution concept where no player can improve their outcome by changing their strategy while the other players keep their strategies unchanged.

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2. Dominant Strategy
A strategy that yields the best outcome for a player, no matter what the other players do.

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3. Pareto Efficiency
A situation where it is impossible to make any player better off without making at least one player worse off.

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4. Zero-Sum Game
A type of game where one player's gain is exactly equal to another player's loss.

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5. Payoff Matrix
A table that shows the payoffs for each player for every possible combination of strategies.

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6. Prisoner's Dilemma
A game in which rational players might not cooperate, even if it appears to be in their best interest to do so.

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7. Mixed Strategy
A strategy where a player chooses between actions according to a probability distribution, instead of sticking to one fixed choice

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8. Cooperative Game
A game where players can negotiate and form coalitions, making binding agreements to improve their outcomes.

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9. Non-Cooperative Game
A game where players make decisions independently and cannot form binding agreements.

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10. Extensive Form Game
A representation of a game that shows the order of moves, the actions available to players, and their payoffs, usually depicted as a decision tree.