Game Theory 360-MF2-1TGI
Educational profile: general academic
Form of studies: stacjonary
Compulsory subject
Field: mathematical sciences, discipline: mathematics
Year of study: 1, semester: 2
Pre-props: none
Lecture 30 hours exercises 30 hours
Didactic methods: lectures, calculating exercises, consultations, work on literature, solving homework, discussions in problem groups
ECTS credits: 5
Balance of student workload:
participation in lectures15x2h = 30h
participation in exercises 15x2h = 30h
preparation for classes 7x3h = 21h
completing solving tasks started during the exercises and preparing notes at home after the classes (lectures, exercises) 7x2h = 14h
participation in consultations 12x1h = 12h
preparation for tests and participation in they 3x4h + 3x2h = 18h
Quantitative indicators:
student workload related to classes requiring the direct participation of an academic teacher: 78 hours, 3 ECTS
Type of course
Course coordinators
Learning outcomes
Learning outcomes as part of the course:
She/He has knowledge of the possibility of using the tools of Game Theory in practice to model economic phenomena and processes.. KA7_WG06, KA7_UW14, KA7_UK04.
She/He knows the basic concepts of Game Theory. KA7_WG04.
She/He knows the basic examples of games. KA7_WG04.
She/He selects and modifies strategies. KA7_UW17.
She/He interprets the criteria of Savage, Laplace, Wald and Hurwicz. KA7_UW17.
She/He designs and implements Minimax and AlfaBeta algorithms. KA7_UW17.
She/He identifies, formulates and analyzes simple social and economic problems with the use of Game Theory tools. KA7_WG06.
Assessment criteria
The overall form of credit for the course:
Bibliography
1. Julio González-Díaz, Ignacio García-Jurado, M. Gloria Fiestras-Janeiro, An Introductory Course on Mathematical Game Theory, American Mathematical Society 2010.
2. Philip D. Straffin, Teoria gier, Wydawnictwo Naukowe Scholar, Warszawa 2001.
3. Marcin Malawski, Andrzej Wieczorek, Honorata Sosnowska, Konkurencja i kooperacja – teoria gier w ekonomii i naukach społecznych, Wydawnictwo Naukowe PWN, Warszawa 2004.
4. Marek M. Kamiński, Gry więzienne – tragikomiczny świat polskiego więzienia, Oficyna Naukowa, Warszawa 2006.
5. G. Owen, Teoria gier, PWN, Warszawa 1975.
Additional information
Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system: