{
 "name": "Game Theory: Nash Equilibrium",
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 "description": "Learn game theory and solve games step by step — with exact fractions, not rounded decimals.\n\nGame Theory: Nash Equilibrium is a course, a solver and a problem set in one app. Every answer comes with the reasoning behind it, so you can check your homework, prepare for an exam, or simply understand why people cooperate, compete and bluff.\n\nSOLVER — FOUR KINDS OF GAMES\n• Matrix games: 2 players with up to 6 strategies each, or 3 players with up to 3. Dominant strategies, iterated elimination, rationalizability, pure and mixed Nash equilibria, refinements, equilibrium selection, maximin, Pareto efficiency, Nash bargaining, Stackelberg commitment, repeated games, evolutionarily stable strategies and correlated equilibrium — 14 concepts in total.\n• Game trees: build a sequential game, add moves of chance, and solve it by backward induction. See which Nash equilibria rest on threats nobody would carry out.\n• Bayesian games: give one or both players private types and find the pure and mixed Bayesian Nash equilibria, checked type by type.\n• Cournot markets: 2 to 5 firms with known or private costs. Get best responses, the equilibrium, price, profits and consumer surplus, compared with a cartel, a Stackelberg leader and perfect competition — with the reaction curves drawn.\n\nLEARN — 24 TOPICS IN 6 UNITS\nFrom normal-form games and dominant strategies to mixed equilibria, subgame perfection, information sets, Bayesian games, signaling, auctions and continuous strategies. Each topic builds on the one before and includes a worked example computed by the same engine as the solver.\n\nPRACTICE — 31 CLASSIC PROBLEMS\nThe Prisoner's Dilemma, Battle of the Sexes, Stag Hunt, Chicken, the tragedy of the commons, auctions, the Traveller's Dilemma and many more. Pick the equilibria yourself, get instant feedback, then study the full solution.\n\nWHY STUDENTS USE IT\n• Exact results: fractions such as 2/3 instead of 0.667, and all equilibria of two-player games, not just one.\n• Step by step: the method is shown, not only the answer.\n• 10 languages: English, Turkish, German, Spanish, French, Italian, Portuguese, Russian, Chinese and Japanese.\n• Lessons, solver and practice work offline. No account, no ads, no tracking.\n\nFREE TO TRY, ONE PURCHASE FOR EVERYTHING\nLessons 1, 2 and 24 and two practice problems (the Prisoner's Dilemma and Chicken, with their solutions) are free. Full Access — a one-time in-app purchase, not a subscription — unlocks every lesson, the whole solver and all 31 problems with their solutions.\n\nMade for students of economics, business, computer science and political science, in high school and at university, and for anyone curious about strategic thinking.",
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