Advanced Game Theory
Опубликовано на портале: 20-06-2007
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Aннотация:
This is a second year graduate course in game theory. It assumes that your prior knowledge of game theory x and your analytical ability y obey the inequality xy > c, where c > 0 is a constant that I cannot quantify. The idea is that this is a sequel to Econ 602, but I will not enforce that rule, since your y may be high, or you may x may owe to other sources, like seeing “A Beautiful Mind” (I hope not).
This is a second year graduate course in game theory. It assumes that your prior knowledge of game theory x and your analytical ability y obey the inequality xy > c, where c > 0 is a constant that I cannot quantify. The idea is that this is a sequel to Econ 602, but I will not enforce that rule, since your y may be high, or you may x may owe to other sources, like seeing “A Beautiful Mind” (I hope not).
- Noncooperative Strategic Solution Concepts and Fundamentals
- Normal Form Games
- Extensive Form Games
- Common Knowledge and Equilibrium
- Communication and Equilibrium
- Learning and Equilibrium
- Topics in Stochastic Games
- Foundations
- Dynamic Games with Endogenous Termination
- Exogenously Repeated Games with Complete Information
- Dynamic Games with Incomplete Information
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Программа
курса:
http://www.umich.edu/~lones/ftp/617/02sy... Варианты заданий: http://www.umich.edu/~lones/ftp/617/asmt... http://www.umich.edu/~lones/ftp/617/asmt... |
Ключевые слова
common knowledge dynamic game extensive form game stochastic modelling математическое моделирование экономическое поведение
См. также:
TERRA ECONOMICUS.
2018.
Т. 16.
№ 1.
С. 20-36.
[Статья]
American Economic Review.
2004.
Vol. 94.
No. 5.
P. 1452-1475.
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Journal of the Royal Statistical Society.
1995.
Vol. 158.
No. 1.
P. 91-106.
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Econometrica.
2001.
Vol. 69.
No. 4.
P. 861-89.
[Статья]
[Интернет-ресурс]