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Managerial Economics
• Submitted To:-
• Sir Yasir Zaman
• Submitted By:-
Topic
Game theory
Contents
• Game Theory.
• Concept of game theory
• Some Applications of Game Theory
• What is a Game
• Nash Equilibrium
• The Prisoner’s Dilemma
• A Sequential Game
• Pure Strategies
• Mixed Strategies
Game theory
• Game theory models strategic behavior by agents
who understand that their actions affect the actions
of other agents.
What is the concept of game theory?
• Game theory is the process of modeling the strategic
interaction between two or more players in a situation
containing set rules and outcomes. While used in a
number of disciplines, game theory is most notably used
as a tool within the study of economics.
Some Applications of Game Theory
• The study of oligopolies (industries containing only a few
firms)
• The study of cartels; e.g. OPEC.
• The study of externalities; e.g. using a common resource such
as a fishery.
• The study of military strategies.
What is a Game?
• A game consists of
• a set of players
• a set of strategies for each player
• the payoffs to each player for every possible list of strategy
choices by the players.
Two-Player Games
• A game with just two players is a two-player game.
• We will study only games in which there are two
players, each of whom can choose between only
two strategies.
An Example of a Two-Player Game
• The players are called A and B.
• Player A has two strategies, called “Up” and “Down”.
• Player B has two strategies, called “Left” and “Right”.
• The table showing the payoffs to both players for each of the
four possible strategy combinations is the game’s payoff
matrix.
Nash Equilibrium
• A play of the game where each strategy is a best
reply to the other is a Nash equilibrium.
• Our example has two Nash equilibria; (U,L) and
(D,R).
The Prisoner’s Dilemma
• To see if Pareto-preferred outcomes must be what
we see in the play of a game, consider a famous
second example of a two-player game called the
Prisoner’s Dilemma.
A Sequential Game
•Sometimes a game has more than one Nash
equilibrium and it is hard to say which is more
likely to occur than the others.
Pure Strategies
• A pure strategy determines all your moves during
the game (and should therefore specify your moves for all
possible other players' moves). A mixed strategy is a
probability distribution over all possible pure
strategies (some of which may get zero weight).
Mixed Strategies
• In the theory of games a player is said to use a mixed
strategy whenever he or she chooses to randomize over
the set of available actions. Formally, a mixed strategy is a
probability distribution that assigns to each available
action a likelihood of being selected.
Game Theory

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Game Theory

  • 1.
  • 2. Managerial Economics • Submitted To:- • Sir Yasir Zaman • Submitted By:-
  • 4. Contents • Game Theory. • Concept of game theory • Some Applications of Game Theory • What is a Game • Nash Equilibrium • The Prisoner’s Dilemma • A Sequential Game • Pure Strategies • Mixed Strategies
  • 5. Game theory • Game theory models strategic behavior by agents who understand that their actions affect the actions of other agents.
  • 6. What is the concept of game theory? • Game theory is the process of modeling the strategic interaction between two or more players in a situation containing set rules and outcomes. While used in a number of disciplines, game theory is most notably used as a tool within the study of economics.
  • 7. Some Applications of Game Theory • The study of oligopolies (industries containing only a few firms) • The study of cartels; e.g. OPEC. • The study of externalities; e.g. using a common resource such as a fishery. • The study of military strategies.
  • 8. What is a Game? • A game consists of • a set of players • a set of strategies for each player • the payoffs to each player for every possible list of strategy choices by the players.
  • 9. Two-Player Games • A game with just two players is a two-player game. • We will study only games in which there are two players, each of whom can choose between only two strategies.
  • 10. An Example of a Two-Player Game • The players are called A and B. • Player A has two strategies, called “Up” and “Down”. • Player B has two strategies, called “Left” and “Right”. • The table showing the payoffs to both players for each of the four possible strategy combinations is the game’s payoff matrix.
  • 11. Nash Equilibrium • A play of the game where each strategy is a best reply to the other is a Nash equilibrium. • Our example has two Nash equilibria; (U,L) and (D,R).
  • 12. The Prisoner’s Dilemma • To see if Pareto-preferred outcomes must be what we see in the play of a game, consider a famous second example of a two-player game called the Prisoner’s Dilemma.
  • 13. A Sequential Game •Sometimes a game has more than one Nash equilibrium and it is hard to say which is more likely to occur than the others.
  • 14. Pure Strategies • A pure strategy determines all your moves during the game (and should therefore specify your moves for all possible other players' moves). A mixed strategy is a probability distribution over all possible pure strategies (some of which may get zero weight).
  • 15. Mixed Strategies • In the theory of games a player is said to use a mixed strategy whenever he or she chooses to randomize over the set of available actions. Formally, a mixed strategy is a probability distribution that assigns to each available action a likelihood of being selected.