HUL311: Difference between revisions
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== HUL311 : Applied Game Theory == | == HUL311 : Applied Game Theory == | ||
Allocation Preferences : HUL211, HUL212, HUL213 This module introduces students in economics and other social sciences to game theory, a theory of interactive decision making. This module provides students with the basic solution concepts for different types of non-cooperative games, including static and dynamic games under complete and incomplete information. The basic solution concepts that this module covers are Nash equilibrium, subgame perfect equilibrium, Bayesian equilibrium, and perfect Bayesian equilibrium. This module emphasizes the applications of game theory to economics, such as duopolies, bargaining, and auctions. | Allocation Preferences : [[HUL211]], [[HUL212]], [[HUL213]] This module introduces students in economics and other social sciences to game theory, a theory of interactive decision making. This module provides students with the basic solution concepts for different types of non-cooperative games, including static and dynamic games under complete and incomplete information. The basic solution concepts that this module covers are Nash equilibrium, subgame perfect equilibrium, Bayesian equilibrium, and perfect Bayesian equilibrium. This module emphasizes the applications of game theory to economics, such as duopolies, bargaining, and auctions. | ||
Latest revision as of 16:36, 14 April 2026
| HUL311 | |
|---|---|
| Applied Game Theory | |
| Credits | 3 |
| Structure | 3-0-0 |
| Pre-requisites | Any Two courses from HUL2XX category |
| Overlaps | |
HUL311 : Applied Game Theory
Allocation Preferences : HUL211, HUL212, HUL213 This module introduces students in economics and other social sciences to game theory, a theory of interactive decision making. This module provides students with the basic solution concepts for different types of non-cooperative games, including static and dynamic games under complete and incomplete information. The basic solution concepts that this module covers are Nash equilibrium, subgame perfect equilibrium, Bayesian equilibrium, and perfect Bayesian equilibrium. This module emphasizes the applications of game theory to economics, such as duopolies, bargaining, and auctions.