Introduction to Game Theory2013VT
|
|
Course plan
Six 2h lectures, self studies, and examination seminar
Recommended for CUGS PhD students
New Course
Goals
After completing this course the student will be able to:
• Model a decision problem as a strategic game
• Evaluate strategies and identify equilibria of a strategic game
• Analyze different worth sharing options of a coalitional game
Prerequisites
Linear algebra, probability, statistics and combinatorics courses at undergraduate level.
Contents
Game definition and representation, strategies and equilibria, information sets, bargaining games, NTU games, cooperative games, worth allocation, the Shapley value, network games, research cases applications
Organization
Literature
• Lecture material.
• N. Nisan, T. Roughgarden, É. Tardos and V.V. Varizani, “Algorithmic
Game Theory”, 2007
Lecturers
Aruna Bianzino
Examiner
Simin Nadjm-Tehrani
Examination
Game modeling of a case study related to the student research activity, to be presented and discussed in a final seminar session.
Credit
4 points
Organized by
Comments
Page responsible: Anne Moe