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~subject:"Large games"
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Large games
Nash equilibrium
10
Anonymous games
8
Nash-Gleichgewicht
6
Spieltheorie
6
anonymous games
6
Game theory
5
Bayesian equilibrium
4
Nichtkooperatives Spiel
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Noncooperative game
3
Repeated games
3
core
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ex-post Nash
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information proofness
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liability
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market games
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mutual insurance
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non-atomic measure
3
pure Nash equilibrium
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rational expectations
3
web games
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Approximation algorithms
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Best-reply dynamic
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Entscheidung
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Kfz-Versicherung
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Kraftfahrzeug
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Price taking
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Rate of convergence
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Rational expectations
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Theorie
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extensive robustness
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Approximate Nash equilibrium
1
Automobile insurance
1
Bayes-Statistik
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Bayesian inference
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Braess’s paradox
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Calendar strategy
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Contagion strategy
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Decision
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Expost Nash
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English
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Kalai, Ehud
3
Shmaya, Eran
3
Peretz, Ronen
1
Schreiber, Amnon
1
Schulte-Geers, Ernst
1
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Center for Mathematical Studies in Economics and Management Science (CMS-EMS), Kellogg Graduate School of Management
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Discussion Papers / Center for Mathematical Studies in Economics and Management Science (CMS-EMS), Kellogg Graduate School of Management
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International journal of game theory
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EconStor
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1
The Lipschitz constant of perturbed
anonymous
games
Peretz, Ronen
;
Schreiber, Amnon
;
Schulte-Geers, Ernst
- In:
International journal of game theory
51
(
2022
)
2
,
pp. 293-306
Persistent link: https://www.econbiz.de/10013440120
Saved in:
2
Large strategic dynamic interactions
Kalai, Ehud
;
Shmaya, Eran
- In:
Journal of economic theory
178
(
2018
),
pp. 59-81
Persistent link: https://www.econbiz.de/10012026354
Saved in:
3
Compressed equilibrium in large repeated games of incomplete information
Kalai, Ehud
;
Shmaya, Eran
-
2013
concept of compressed equilibrium which is applicable to a general class of Bayesian repeated large
anonymous
games
. …
Persistent link: https://www.econbiz.de/10010352862
Saved in:
4
Compressed Equilibrium in Large Repeated Games of Incomplete Information
Kalai, Ehud
;
Shmaya, Eran
-
Center for Mathematical Studies in Economics and …
-
2013
concept of compressed equilibrium which is applicable to a general class of Bayesian repeated large
anonymous
games
. JEL …
Persistent link: https://www.econbiz.de/10010659195
Saved in:
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