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Fundamentals of Economics

Game Theory

Game Theory

Game theory is a branch of economics that studies strategic interaction between individuals or groups. It is used to analyze situations where the outcome for one individual is dependent on the actions of others. Game theory is often used in economics to model situations in which the outcome depends on the choices of two or more decision makers. Game theory is used to analyze many different types of situations, including auctions, bargaining, voting, and strategic behavior in markets.

Prisoner's Dilemma

One of the most famous games in game theory is the Prisoner's Dilemma. In this game, two criminals are arrested and given the choice of whether to confess or remain silent. If both confess, they both receive a medium sentence, whereas if both remain silent, they both receive a light sentence. However, if one confesses and the other remains silent, the confessor receives a light sentence while the other receives a heavy sentence. This game shows how rational individuals may not always make the best choices for themselves, as the outcome for each player is dependent on the other player's choice.

Nash Equilibrium

Another important concept in game theory is the Nash equilibrium. This is a situation in which no player can improve their outcome by changing their strategy, assuming that all other players are following their optimal strategies. Nash equilibria are important because they predict the outcome of a game when all players are rational and know the rules of the game. However, it is important to note that not all games have Nash equilibria, and some games may have multiple equilibria.

Overall, game theory is a useful tool for economists to analyze situations where individual decisions affect the outcome for everyone involved. It is used to model situations in which there are multiple decision makers, and can help predict the outcome of these situations.

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