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  1. Gambit is a library of game theory software and tools for the construction and analysis of finite extensive and strategic games. Gambit is fully-cross platform, and is supported on Linux, Mac OS X, and Microsoft Windows.

  2. With Gambit, you can build, analyze, and explore strategic interactions using noncooperative game theory. Use Gambit’s graphical interface to get intuition about simple games, or the command-line tools and Python extension to support your world-class research and practical applications.

  3. Gambit is the package for doing computation in (non-cooperative) game theory. Gambit provides: Structures to represent games in extensive and strategic form. Methods for building and modifying games. Representations of mixed strategy and mixed behavior profiles.

  4. en.wikipedia.org › wiki › Stag_huntStag hunt - Wikipedia

    In game theory, the stag hunt, sometimes referred to as the assurance game, trust dilemma or common interest game, describes a conflict between safety and social cooperation. The stag hunt problem originated with philosopher Jean-Jacques Rousseau in his Discourse on Inequality .

  5. In this paper, I aim to use game theory in discussing disarmament by exploring a model of disarmament that looks beyond the payoff table and incorporates experimental economics, and I will present a plan to turn this game theoretical concept into a practical solution.

  6. Evolutionary Game Theory. Evolutionary game theory focuses on populations that repeatedly play games rather than individuals. Consider a symmetric two-player game G in normal form with a finite strategy set S = {s. 1, ..., s n}. P An individual of type τ uses a mixed strategy τ = i q i s i, with all q i ≥0. P and. i. q. i = 1. A population ...

  7. The formation of players' beliefs 134. Extension: finding all mixed strategy Nash equilibria 137. Extension: games in which each player has a continuum of actions 142. Appendix: representing preferences by expected payoffs 146. Notes 150. 5 Extensive Games with Perfect Information: Theory 153.

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