Ordered field property in a subclass of finite SeR-SIT semi-Markov games
Year of publication: |
2013
|
---|---|
Authors: | Mondal, Prasenjit ; Sinha, Sagnik |
Published in: |
International game theory review. - [River Edge], NJ [u.a.] : World Scientific, ISSN 0219-1989, ZDB-ID 1500913-0. - Vol. 15.2013, 4, p. 1-20
|
Subject: | Two-person semi-Markov games | discounted and undiscounted payoffs | minimax value and Nash equilibrium strategies | Archimedean ordered field property | semi-Markov games with separable reward and state-independent transition | Spieltheorie | Game theory | Nash-Gleichgewicht | Nash equilibrium | Markov-Kette | Markov chain |
-
ORDERED FIELD PROPERTY IN A SUBCLASS OF FINITE SER-SIT SEMI-MARKOV GAMES
MONDAL, PRASENJIT, (2013)
-
Markov Decision Processes and Stochastic Positional Games : Optimal Control on Complex Networks
Lozovanu, Dmitrii, (2024)
-
Pakes, Ariel, (1992)
- More ...
-
ORDERED FIELD PROPERTY IN A SUBCLASS OF FINITE SER-SIT SEMI-MARKOV GAMES
MONDAL, PRASENJIT, (2013)
-
Mondal, Prasenjit, (2015)
-
Mondal, Prasenjit, (2015)
- More ...