Learn · Strategy: An Introduction to Game Theory
Lecture 41 of 58Week 6
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Prof. Aditya K Jagannatham and Prof. Vimal Kumar · IIT Kanpur
Credits and licence
- From
- Strategy: An Introduction to Game Theory, IIT Kanpur (at NPTEL)
- Licence
- CC BY-NC-SA, as NPTEL states it. Non-commercial use only.
- Attribution
- NPTEL states: "Distributed under Creative Commons Attribution-ShareAlike / CC BY - NC - SA", beside a BY-NC-SA badge.
- Who can watch
- Teens profiles and older. How courses are placed
All the lectures
- Introduction Examples: Markets/ Politics/ Auctions
- Prisoners’ Dilemma
- Best Response and Nash Equilibrium
- Another Example: Markets
- Dominant Strategies
- Stag Hunt – Coordination and Bank Runs
- Battle of Sexes and Multiple Nash Equilibria
- Tragedy of Commons
- Tragedy of Commons.
- Cournot Duopoly
- Cournot Duopoly.
- Mixed Strategies
- Battle of Sexes
- Battle of Sexes: Best Response Dynamic
- Paying Taxes
- Portfolio Management Game
- Rationality, Choice and Common Knowledge
- Lterated Elimination of Domination Strategies
- Auction
- Auction : As a Normal Form Game
- Traffic at Equilibrium and Braesss Paradox
- Linear Markets
- Extensive Form Games
- Game Tree and Information Sets
- Strategies in Extensive from Games
- Extensive from Games with Simultaneous Moves and Their Normal From Representation
- Sub Game Perfect Equilibrium Part-I
- Sub Game Perfect Equilibrium Part-II
- The Art of War: Lesson 1
- Ultimatum Game
- Stackelberg Model
- Bayesian Games
- Bayesian Game: BoS
- Bayesian Nash Equilibrium
- Yield vs Fight
- Yield vs. Fight: Bayesian NE
- Bayesian Cournot Game
- Bayesian Games with mixed strategies
- Auctions
- Sealed Bid First Price Auction
- Expected Revenue
- Bayesian Second Price Auction
- Expected Revenue: Second Price Auction
- All Pay Auction
- A Hawk-Dove Game
- Evolutionary Biology
- Evolutionary stable Strategy (ESS)
- ESS and NE
- Repeated Games
- Finitely Repeated Game having Multiple Equilibriums
- Chain-Store Paradox
- Infinitely Repeated Game
- Non Cooperative Bargaining
- Axiomatic Bargaining
- Extensive Form Game with Incomplete Information
- Introduction to perfect Bayesian Equilibrium
- Obtaining PBE
- Gift Game