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Game Theory Through Linear Algebra

Game Theory Through Linear Algebra By Sean Hurst Introduction Game Theory is the mathematical study of possible choices that players can make in games in order to win. Psychologists call it the Theory of social interaction because it attempts to consider the choices that one player can make against another in a competitive setting. Although game Theory is focused around board games, cards, and other competitive games, it can also be applied to military strategy in war. This project will demonstrate how Linear Algebra matrix computations can be used as a powerful tool to solve Game Theory problems.

Algebra matrix computations can be used as a powerful tool to solve Game Theory problems. Key Terms First, there are some key terms that are needed to fully understand Game Theory problems: Player: A person or object that competes with other persons or objects and has a specific set of choices they can make.

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