Question

In: Economics

Question 02: Game theory is the study of multi- player decision making in situation where the...

Question 02: Game theory is the study of multi- player decision making in situation where the choices of each player may affect the pay-offs received by other players. Arrange how many types you can categorized Game Theory. ( 10 Marks)

.

Note: Plagiarism is strictly prohibited please do not copy paste from internet

Solutions

Expert Solution

As stated in the question, game theory is study of multi-player decision making in a situation the choice of one player will have an impact on the other gains of the other player. The idea is to reach an equilibrium/Nash equilibrium, i.e a position where bother the players have played their games (made a decision) and a conclusion has been made.

The set of actions that the players take, the games that the players will play can be divided into:

1. Cooperative Game

2. Non-Cooperative Game

3. Simultaneous Game

4. Sequential Game

5. Repeated Game

6. One-time/One-Shot game

7. Zero Sum games.

The names of the games suggest what they mean.

1. Cooperative game: This is the type of game that people/2 parties/ cooperative groups make a decision when they know the outcome or final payoff.

2. Non-cooperative Game: This game is where 2 players will make a decision in order to achieve their individual payoff goals.

3. Simultaneous Game: As the name suggests, in such a game both the players play (take decisions) at the same time. Since both of them are taking decisions at the same time, they are unaware of the competitor’s decision/game

4. Sequential Game: the players in such a game will follow each other. Eg. Player A will play his game and after that player B will play his game.

5. Repeated Game: This is the kind of game that is played over and over again.

6. One shot Game: such a game is played only once. The payoff in this type of game is such that it cannot be repeated/ played again. Players are generally selfish since such a game cannot be played a second time.

7. Zero Sum Game: The payoffs of the 2 players in this game will add up to zero. One player can have a positive payoff only when the opposing player has a negative payoff. One can win only if the other loses.

   

Of all the categories, cooperative and non-cooperative games are the most common ones.


Related Solutions

How can we use game theory to improve strategic decision-making? How can we use game theory...
How can we use game theory to improve strategic decision-making? How can we use game theory in the construction and/or design of a strategy?
Describe a situation in your personal life where you engage in an activity or a decision-making...
Describe a situation in your personal life where you engage in an activity or a decision-making process that lends itself to a discrete probability distribution. What type of discrete probability distribution might be most appropriate for the activity? Include examples please
According to game theory, what should we expect in a situation where two individuals are interacting...
According to game theory, what should we expect in a situation where two individuals are interacting over a period of two weeks and both individuals know that they will never interact again once the two weeks are up? Assume the payoff matrix describing these interactions takes on the general form of a prisoner's dilemma payoff matrix. The individuals cooperate at first but as time goes on they will defect with increasing regularity The individuals will defect for the entire time...
Explain, how the Mini-Max algorithm is used in decision-making and game theory. Make sure to explain...
Explain, how the Mini-Max algorithm is used in decision-making and game theory. Make sure to explain how this algorithm applies the utility function to get the utility values for the terminal states. Feel free to add any diagram/tree structure to represent all the possible moves that allow a game to move from one state to the next state. Also, discuss how the alpha-beta pruning approach is used for optimization.
Suppose that in a game that you are making, the player wins if her score is...
Suppose that in a game that you are making, the player wins if her score is at least 100. Write a function called hasWon that takes as a parameter the player score and prints “Game won!” if she has won, but nothing otherwise. In the future, everyone will be able to wear sensors that monitor their health. One task of these sensors is to monitor body temperature: if it falls outside the range 97.9F to 99.3F the person may be...
A carnival game offers a $100 cash prize for a game where the player tries to...
A carnival game offers a $100 cash prize for a game where the player tries to toss a ring onto one of many pegs. Alex will play the ring toss game five times, with an 8% chance of making any given throw. What is the probability that Alex tosses one of the five rings onto a peg? What is the probability that Alex tosses more than one of the five rings onto a peg? If Alex tossed five rings again...
Decision trees are used to graphically depict a decision making situation. Propose a business decision in...
Decision trees are used to graphically depict a decision making situation. Propose a business decision in which you intend to use Expected Monetary Value (EMV) as your decision making technique. Describe how you would determine the best decision using the EMV criterion with a decision tree.(If you have no experience with this type thing, then try to imagine a situation in which EMV and Decision Trees could be used and propose an example) In all discussion question responses ensure that...
what is outcome of Game Theoretic Decision Making in the economics.
what is outcome of Game Theoretic Decision Making in the economics.
Question 4: Relate a situation where you had to make an ethical decision, at work or...
Question 4: Relate a situation where you had to make an ethical decision, at work or at home, and spell out how you decided what the ethical solution was. This will be a completely confidential paper and no one except the Professor will see it. Be honest and explain your decision fully and completely.
This is done in C++. This is a game where one player thinks of a number...
This is done in C++. This is a game where one player thinks of a number between 1 and a 1000 and the other player has to guess in 10 tries or less. Allow two variations: the computer to pick the number and the player guesses or the player to pick the number and the computer to guesses. 1 – Player one picks a number 2 – Player two guesses the number. 3 – Player one either confirms that the...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT