1 Strategy: An Introduction to Game Theory
2 Lecture 01: Practical Examples of Game Theory - Markets, Politics, Wireless Communications etc.
3 Lecture 02: Prisoner’s Dilemma-Introduction and Analysis
4 Lecture 03: Basic Concepts of Nash Equilibrium
5 Lecture 04: Prisoner’s Dilemma in Practice and Pareto Optimality
6 Lecture 05: Dominant Strategy-Introduction and Examples
7 Lecture 06: Coordination Games- Introduction and Analysis
8 Lecture 07: Battle of Sexes- Introduction and Analysis
9 Lecture-08: Tragedy of Commons- Introduction and Analysis
10 Lecture 09: Tragedy of Commons- Detailed Analysis
11 Lecture 10: Cournot Duopoly (competition between two firms) - Introduction and Analysis
12 Lecture 11: Cournot Duopoly (competition between two firms) - Detailed Analysis
13 Lecture 12: Mixed Strategies and Nash Equilibrium
14 Lecture 13: Mixed Strategies Example-Battle of Sexes
15 Lecture 14: Battle of Sexes-Best Response Analysis
16 Lecture 15: Mixed Strategy Example-Paying Taxes Game
17 Lecture 16: Mixed Strategy Example-Portfolio Management Game
18 Lecture 17: Rationality and Common Knowledge- Assumptions in Game Theory
19 Lecture 18: Iterated Elimination of Dominated Strategies
20 Lecture 19: Auctions- An Introduction and Types of Auctions
21 Lecture 20: Auctions-Game Theoretic Techniques to Model an Auction
22 Lecture 21: Braess’s Paradox-Modelling and Detailed Analysis
23 Lecture 22: Applications of Game Theory in Real Life Scenarios- Linear Markets
24 Lecture 23: Extensive Form Games- Introduction and Examples
25 Lecture 24: Game Tree and Information Sets- Representing Prisoner’s Dilemma Game
26 Lecture 25: Strategies in Extensive Form Games
27 Lecture 26: Extensive Form Games with Simultaneous Moves and their Normal Form Representation
28 Lecture 27: Sub Game Perfect Equilibrium- Need and Introduction
29 Lecture 28: Solving General Extensive Form Games-Modification in Backward induction
30 Lecture 29: Application of Extensive Form Games
31 Lecture 30: Sub Game Perfect Equilibrium Example- Ultimatum Game
32 Lecture 31: Stackelberg Leadership Model- introduction and Detailed Analysis
33 Lecture 32: Bayesian Games-Introduction & Examples
34 Lecture 33: Bayesian Games Application-Battle of Sexes Game
35 Lecture 34: Bayesian Games Application -Battle of Sexes Game (Continued)
36 Lecture 35: Bayesian Games Application -Yield vs. Fight Game
37 Lecture 36: Bayesian Games Application -Yield vs. Fight Game (Continued)
38 Lecture 37: Bayesian version of Cournot Game
39 Lecture 38: Mixed Strategy Bayesian Games- An Introduction and Example
40 Lecture 39: Auctions modelled as Bayesian Game
41 Lecture 40: Auctions as Bayesian Games –Sealed Bid First Price
42 Lecture 41: Auctions as Bayesian Games –Sealed Bid First Price (Continued)
43 Lecture 42: Auctions as Bayesian Games- Second Price
44 Lecture 43: Auctions as Bayesian Games- Second Price (Continued)
45 Lecture 44: All Pay Format of Auctions- Detailed Analysis
46 Lecture 45: The Problem of Hawk-Dove Games
47 Lecture 46: Evolutionary Game Theory- A Deviation from Regular Game Theory
48 Lecture 47: Evolutionary Stable Strategy (ESS) - Beetles’ World Example and Analysis
49 Lecture 48: Evolutionary Stable Strategy and Nash Equilibrium
50 Lecture 49: Repeated Games-Introduction and Examples
51 Lecture 50: Finitely Repeated Games having Multiple Equilibrium
52 Lecture 51: Chain-Store Paradox- Modelling and Detailed Analysis
53 Lecture 52: Infinitely Repeated Games- Need and Real World Applications
54 Lecture 53: Non-Cooperative Bargaining- Different Stage Bargaining and Rubinstein’s Bargaining Model
55 Lecture 54: Axiomatic (Cooperative) Bargaining- Need and Principles/ Axioms
56 Lecture 55: Extensive Form Game with Incomplete Information
57 Lecture 56: Introduction to Perfect Bayesian Equilibrium (PBE) - Modelling and Analysis
58 Lecture 57: Obtaining Perfect Bayesian Equilibrium
59 Lecture 58: Perfect Bayesian Equilibrium Application- Gift Game