Overview

This book offers an accessible introduction to game theory, covering both non-cooperative and cooperative games. It is particularly wellsuited for students in mathematics, economics, engineering, and computer science. Throughout the text, carefully curated examples motivate and clarify new concepts and definitions. Numerous concepts, definitions, theorems, and algorithms are illustrated using MATLAB programs, which serve as valuable teaching aids. These scripts enable students to generate additional examples based on their input, deepening their understanding and building confidence. Mathematics-oriented students will find the theoretical aspects of game theory both intriguing and challenging, providing a solid foundation for applying these principles to real-world scenarios. This book strives to simplify the proofs of key theoretical results, requiring only a minimal level of mathematical maturity. Key results include the Fundamental Theorem of Game Theory (Section 2.7), the Existence Theorem of Nash Equilibrium (Section 3.4), the Revelation Principle (Section 5.6), and Folk's Theorem (Section 6.8).""

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Dr. Albert Lee holds a Ph.D. in Mathematics and has been an Associate Professor of Computer Science at the New York Institute of Technology for 25 years. With over 30 years of engineering experience, Dr. Lee is also a licensed professional engineer (P.E.) in the state of New York. He served as a software engineer at Sperry Corporation, as a systems engineer, and as a training engineer at the Program Management Office of the Department of the Navy. He retired in 2021.

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