Institute: Vállalkozásmenedzsment Intézet (1084 Budapest, Tavaszmezõ u. 15-17.) Credit: 3
Type of classes: Nappali Language: angol Semester: 2010/11/1
Level: ERASMUS; Műszaki menedzser BSc alapszak;
Responsible Teacher: Dr. Lange Fabien Teacher(s): Dr. Lange Fabien;
Pre requirements: -
Consultations (total/week): Heti Lectures: 2 Practice lectures: 0 Labs: 0 Consultations: 0
Type of Exam: félévközi jegy
Aim of the subject: Game theory is a formal discipline which studies situations of competition and cooperation between several involved parties. Although it is a mathematical discipline, it is applied mostly by economists. Applications range from strategic questions in warfare to understanding economic competitions, or from social problems of fair distribution of good to behaviors of animals in competitive situations. The course mainly focuses on applications, methods and models. Each session is provided with a lot of examples and/or basic applications.
Week of
Topics of lectures/practices
1. What is Game Theory. Some history. Examples.
2. Finite two person zero-sum games (matrix games, optimal solutions, saddle point). Applications.
3. Solving some two person zero-sum games.
The Prisonners’ Dilemma; Battle of the Sexes.
4. Finite two person games (pareto optimality, Nash equilibria, solving techniques)
5. Solving two person games. Applications, exercises.
6. Games in extensive form. Games with incomplete information.
7. Repeated games.
8. Cooperative games. The core and the Shapley value. Bargaining problems.
9. Review sessions, exercises.
Type of evaluation,
repetition, calculation
of grade, etc.
Written exam.
The exam contains 3 exercises of equal weight where the student are expected to demonstrate the understanding of the concepts of the course as well as to apply this understanding to analytical problems similar to those in the course. The exam is in English, but the quality of English in the solutions has little influence on the grades.