| Instructor | Somindu Chaya Ramanna |
| Teaching assistant | Golla Meghanandh Manvith Prabhash |
| Classes | THUR: 15:00-16:55; FRI: 15:00-15:55 at CSE-302 |
|
Tutorials on Saturdays |
I assume familiarity with probability theory, discrete mathematics and algorithms. These topics will not be covered in the course. No prior knowledge of game theory is required.
| Teacher's Assessment | 40% [30% Class Tests/Quizzes + 10% Attendance] |
| Mid-Semester Examination | 30% |
| End Semester Examination | 30% |
| Week | Date | Topics Covered |
|---|---|---|
| 1 | 23 July | Introduction to Game Theory, Normal Form Games, Examples |
| 24 July | Dominant Strategy Equilibria (Strong/Weak/Very Weak Dominance), WDSE for Second-Price Auctions | |
| 2 | 30 July | Nash Equilibrium: PSNE, MSNE, Examples Necessary and Sufficient Condition for MSNE |
| 31 July | Matrix Games: Examples, Saddle Points, PSNE and Saddle Points Mixed Strategies, Minmaximisation and Maxminimisation |
|
| 3 | 6 August | Optimisation Problems for the 2 Players, Equivalent LPs Minimax Theorem, Implications on MSNE for Matrix Games (Look at reference no. 6 for an exposition on linear programming) |
| 7 August | Application of the max-min inequality for matrix games: Yao's Lemma |