Is Game-Theoretic Probability the Missing Link in Conformal Predictions?

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In summary, game theoretic probability is a branch of game theory that uses mathematical models to predict outcomes in strategic situations with multiple players. It differs from traditional probability by considering the decisions of other players, and has been applied in fields such as economics, political science, and artificial intelligence. However, it has limitations such as assuming perfect information and rational decisions, and can be used to make better decisions by anticipating the actions of others.
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zli034
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Hi all,

I want to learn Game-Theoretic Probability. I have found few examples of computing conditional probability by game theoretic approach.

Is there and good readable tutorial could show help me to learn this topic and conformal predictions?

Let's recover this lost philosophy of game theoretic probabiltiy
 
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Since nobody on the forum seems to have heard of "Game Theoretic Probability", perhaps you should reveal some of the examples you have found.
 

FAQ: Is Game-Theoretic Probability the Missing Link in Conformal Predictions?

What is game theoretic probability?

Game theoretic probability is a branch of game theory that uses mathematical models to predict the likelihood of various outcomes in a strategic situation where multiple players are involved.

How is game theoretic probability different from traditional probability?

Traditional probability is based on known information and past events, while game theoretic probability takes into account the strategic decisions and actions of other players in a game.

What are some real-world applications of game theoretic probability?

Game theoretic probability has been used in fields such as economics, political science, and biology to analyze decision-making in competitive situations. It has also been applied to artificial intelligence and computer science for developing algorithms and decision-making systems.

What are some limitations of game theoretic probability?

Game theoretic probability assumes that all players have perfect information and make rational decisions, which may not always be the case in real-world situations. It also does not take into account factors such as emotions and biases that can affect decision-making.

How can game theoretic probability be used to make better decisions?

By using game theoretic probability, decision-makers can anticipate the actions and reactions of other players in a strategic situation. This can help them make more informed decisions and potentially achieve better outcomes.

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