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  1. 6 giorni fa · Introduction to Games and Economic Theory, Selected Contributions in Honor of Robert J. Aumann (University of Michigan Press 1995) Photographs from the 2005 Nobel Week in Stockholm Aumann's web page

  2. 5 giorni fa · Nim is a combinatorial game, where two players alternately take turns in taking objects from several heaps. The only rule is that each player must take at least one object on their turn, but they may take more than one object in a single turn, as long as they all come from the same heap.

  3. The dev team that worked on XIII-2 and Lightning Returns is mostly the same team that made Remake/Rebirth. The similarities in game design are especially apparent between Lightning Returns and Rebirth imo. Anyway. Finally going back to finish XIII-2 + XIII-3 after Rebirth gave light to some fun some stylistic synergy.

  4. 3 giorni fa · Table of Contents. What is Nash Equilibrium? Role of Nash Equilibrium in Game Theory. Example of Nash Equilibrium. The Prisoner’s Dilemma. Example of Multiple Nash Equilibrium. How to Calculate Nash Equilibrium in Game Theory. Importance of Nash Equilibrium. Limitations of Nash Equilibrium. Conclusion. What is Nash Equilibrium?

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  5. 3 giorni fa · This is an introductory course in game theory and information economics. Topics include static and dynamic models of strategic interaction, decision making under uncertainty, adverse selection, signalling and screening models, coordination and cooperation, horizontal and vertical integration, collusion and product differentiation.

  6. 5 giorni fa · Metric distortion in social choice provides a framework for assessing how well voting rules minimize social cost in scenarios where voters and candidates exist in a shared metric space, with voters submitting rankings and the rule outputting a single winner. We expand this framework to include probabilistic voting. Our extension encompasses a broad range of probability functions, including ...

  7. 4 giorni fa · You’ll explore concepts like dominance, mixed strategies, utility theory, Nash equilibria, and n-person games, and learn how to use tools from probability and linear algebra to analyze and develop successful game strategies.