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1Normal Form Games normal form game is (I, (Ai)i1,..., n, (UI)i1,..., n), where i Ai is an action set, A ni1 Ai, and UI : A R i. I 1, ..., n is the set of players. Assume Ai is finite for all i. Examples:
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How to fill out 1 normal form games

01
To fill out a 1 normal form game, follow these steps:
02
Identify the set of players involved in the game.
03
Determine the set of strategies available to each player. These are the possible choices or actions that a player can take.
04
Specify the payoff function for each player. This function determines the outcome or payoff that each player receives based on the strategy choices made by all players.
05
Represent the game in matrix form, with each player's strategies as the rows and columns, and the corresponding payoffs in each cell.
06
Analyze the game to determine any dominant strategies, Nash equilibrium, or solution concepts that are relevant to the specific game being considered.
07
Interpret the results and draw conclusions about the game's outcomes and strategies.

Who needs 1 normal form games?

01
1 normal form games are commonly used in various fields, including:
02
- Economics: economists use game theory and 1 normal form games to model and analyze strategic interactions between firms, consumers, and other economic agents.
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- Political science: political scientists use game theory to study decision-making processes in political scenarios, such as elections, negotiations, and policy formulation.
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- Social sciences: researchers in sociology, psychology, and other social science disciplines use 1 normal form games to understand human behavior and decision-making in social contexts.
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- Computer science: game theory and 1 normal form games are important in the field of artificial intelligence and algorithm design.
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- Business: businesses use game theory to analyze competitive strategies, pricing decisions, and negotiation processes.
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- Mathematics: 1 normal form games are also of interest to mathematicians studying various aspects of game theory and its applications.
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1 normal form games, also known as strategic form games, are a way of representing games in a matrix or tabular form.
1 normal form games are typically used in game theory and decision theory by researchers and students.
To fill out a 1 normal form game, you would list all the possible strategies for each player, along with the payoffs for each combination of strategies.
The purpose of 1 normal form games is to analyze decision-making strategies and outcomes in competitive situations.
On 1 normal form games, the information reported includes the strategies available to each player and the payoffs for each possible combination of strategies.
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