How to Learn Game Theory
A structured path through Game Theory — from first principles to confident mastery. Check off each milestone as you go.
Game Theory Learning Roadmap
Click on a step to track your progress. Progress saved locally on this device.
Mathematical Foundations
1-2 weeksBuild prerequisite skills in logic, probability, and basic optimization. Understand expected value, conditional probability, and utility functions.
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Normal Form Games and Dominance
1-2 weeksLearn to represent games in matrix form. Study dominant and dominated strategies, iterated elimination, and the concept of best responses.
Nash Equilibrium and Mixed Strategies
2-3 weeksMaster the central solution concept: Nash Equilibrium in pure and mixed strategies. Work through classic games like Prisoner's Dilemma, Battle of the Sexes, and Matching Pennies.
Sequential Games and Backward Induction
2-3 weeksStudy extensive form games, game trees, subgame perfect equilibrium, and credible threats. Apply backward induction to solve sequential decision problems.
Games of Incomplete Information
2-3 weeksExplore Bayesian games, Bayesian Nash Equilibrium, and signaling games. Understand how uncertainty about opponents' types changes strategic analysis.
Repeated Games and Cooperation
2-3 weeksStudy how repetition enables cooperation. Learn the Folk Theorem, discount factors, trigger strategies, and applications to oligopoly and international relations.
Cooperative Game Theory and Mechanism Design
2-3 weeksExplore coalition formation, the Shapley Value, the Core, and bargaining solutions. Study mechanism design, auction theory, and incentive compatibility.
Advanced Applications
3-4 weeksApply game theory to evolutionary biology, political science, computer science (algorithmic game theory), and behavioral experiments. Explore current research frontiers.
Explore your way
Choose a different way to engage with this topic — no grading, just richer thinking.
Explore your way — choose one: