PROFESSIONAL ELECTIVES UNDER SCIENCE STREAM
Mathematics
Course Name | Introduction to Game Theory |
Course Code | 23MAT241 |
Program | B. Tech. in Computer Science and Engineering (CSE) |
Credits | 3 |
Campus | Amritapuri ,Coimbatore,Bengaluru, Amaravati, Chennai |
Mathematics
Elements of Game theory, examples, Strategic Games, 2 Player Strategy Games, payoffs, Minimax, Weak and Strong Domination, Saddle Points, Nash Equilibrium, Prisoner’s Dilemma, Stag Hunt, Matching pennies, BOS, Multi NE, Cooperative and Competitive Games, Strict and Non Strict NE, Best response functions for NE.
Combinatorial games, Winning and losing positions, Subtraction Game, 3-Pile and K-Pile Games, Proof of Correctness, Variations of K-Pile Games, Graph Games, Construction, Proof of finiteness, SG theorem for sum of games.
Cournot’s Oligopoly, Bertrand’s Oligopoly, Electoral Competition, Median Voter Theorem, Auctions, role of knowledge, Decision making and Utility Theory, Mixed Strategy Equilibrium, Extensive Games with Perfect Information, Stackelberg’s model of Duopoly, Buying Votes, Committee Decision making, Repeated Gmes, Prisoner’s Dilemma, Supermodular Game and Potential games
TEXTBOOK:
REFERENCES:
Evaluation Pattern
Assessment |
Internal |
End Semester |
Periodical 1 (P1) |
15 |
|
Periodical 2 (P2) |
15 |
|
*Continuous Assessment (CA) |
20 |
|
End Semester |
|
50 |
*CA – Can be Quizzes, Assignment, Projects, and Reports.
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