Game Theory for Applied Econometricians Data Analytics with R

Game Theory for Applied Econometricians Data Analytics with R by Christopher P. Adams, published by CRC Press in 2025, offers a comprehensive exploration of game theory concepts tailored for applied econometrics. This 258-page edition is presented in English and delves into various strategic situations, including static games of complete information, Nash equilibrium, and oligopoly models. The book provides a structured approach to understanding these concepts through practical examples and empirical analysis using R.
Readers will find detailed discussions on topics such as the Prisoner’s Dilemma, entry games, and market simulations, all aimed at enhancing their analytical skills in economics and data science. The text emphasizes the application of game theory in real-world scenarios, making it a valuable resource for those interested in the intersection of business, economics, and mathematics. Through its methodical presentation, this book serves as a guide for understanding complex strategic interactions and their implications in various fields.
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Cover — Half Title — Series Page — Title Page — Copyright Page — Contents — Introduction — I. Static Games of Complete Information — 1. Games — 1.1. Introduction — 1.2. Some Strategic Situations — 1.2.1. Aliens Attack! — 1.2.2. Can AI Cope with Traffic? — 1.3. End of Skyjacking — 1.3.1. More Security? — 1.3.2. Hijacking Data using R — 1.3.3. United Arlines Flight 93 — 1.4. A Game — 1.4.1. Definitions — 1.4.2. Examples — 1.5. Prisoner’s Dilemma — 1.5.1. The Game — 1.5.2. What is the Best Outcome? — 1.5.3. What should You Do? — 1.5.4. Does This Make Sense? — 1.6. Empirical Analysis: Friend or Foe using R — 1.6.1. Trust Box — 1.6.2. Data Analysis in R — 1.6.3. Analysis in R — 1.7. Discussion and Further Reading — 2. Nash Equilibrium — 2.1. Introduction — 2.2. What is a Nash Equilibrium? — 2.2.1. Dominance — 2.2.2. Prisoner’s Dilemma — 2.2.3. Coordination Game — 2.3. Nash Equilibrium — 2.3.1. Definition — 2.3.2. Algorithm for Finding Nash Equilibrium — 2.3.3. Prisoner’s Dilemma Game — 2.3.4. Coordination Game — 2.4. Entry Games — 2.4.1. Bresnahan and Reiss — 2.4.2. Two Firm Entry Game — 2.4.3. Many Firm Entry Game — 2.4.4. Nash Equilibrium — 2.4.5. Fixed Cost of Entry — 2.4.6. Equilibrium Number of Firms — 2.4.7. Simulation of Entry Game in R — 2.5. Empirical Analysis: Tire Markets using R — 2.5.1. Data — 2.5.2. Structural Model — 2.5.3. Entry Estimator — 2.5.4. Estimation in R — 2.5.5. Structural Estimation — 2.5.6. Policy Simulation in R — 2.6. Discussion and Further Reading — 3. Oligopoly — 3.1. Introduction — 3.2. Cournot’s Model — 3.2.1. Two Firm Model — 3.2.2. Best Response — 3.2.3. Nash Equilibrium — 3.2.4. Cournot Model with N Firms — 3.2.5. Cournot Model in R — 3.2.6. Solve for the Nash Equilibrium with R — 3.2.7. Simulation of Cournot Model in R — 3.3. Bertrand’s Model.
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