Mohammad HajiaghayiSep 15, 2024

πŸ“š Lessons 12 & 13 of Computational Game Theory are now live!

πŸŽ₯ Lesson 12: Rationalizability & Correlated Equilibria
πŸŽ₯ Lesson 13: Maximin & Minimax Strategies

Explore how rationalizability and correlated equilibrium extend Nash equilibrium, and learn about maximin/minimax strategies in zero-sum games. Watch the lessons here:

Lesson 12: https://youtu.be/5E1CZItnQ_o
Lesson 13: https://youtu.be/asODU0tTnW0

Subscribe for more: https://youtube.com/@hajiaghayi

#GameTheory #Rationalizability #CorrelatedEquilibrium #NashEquilibrium #MaxMin #MinMax #ZeroSumGames #StrategicDecisionMaking

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Kiran VodrahalliNov 6, 2022
very nice that you can toot w/LaTeX!! test w/conditions for #correlatedequilibrium: $$\mathbb{E}_{s \sim \sigma}\left[u_i\left(s\right) | s_i\right] \geq \mathbb{E}_{s \sim \sigma}\left[u_i\left(s_i', s_{-i}\right) | s_i\right] \forall i \in [n]$$