GARREC, Tristan (2015) On the Operator Approach in Zero-Sum Repeated Games PFE - Project Graduation, ENSTA.



A repeated game is said to be stochastic if the state is known and controlled by the players. This master’s thesis presents the operator approach in zero-sum stochastic games from the point of view of general evaluations. Then, it introduces a counter-example showing that there need not be an iteration of the Shapley operator for which the operator approach works.

Item Type:Thesis (PFE - Project Graduation)
Uncontrolled Keywords:game theory, repeated game, stochastic game, zero-sum, Shapley operator, operator approach
Subjects:Mathematics and Applications
ID Code:6624
Deposited By:Tristan GARREC
Deposited On:11 mai 2016 15:50
Dernière modification:11 mai 2016 15:50

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