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BLACKWELL OPTIMALITY IN STOCHASTIC GAMES [PDF]
International Game Theory Review, 2013 Blackwell optimality in a finite state-action discounted Markov decision process (MDP) gives an optimal strategy which is optimal for every discount factor close enough to one. In this article we explore this property, which we call as Blackwell–Nash equilibrium, in two player finite state-action discounted stochastic games. A strategy pair is said to
VIKAS VIKRAM SINGH +2 more
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The determinacy of Blackwell games
Journal of Symbolic Logic, 1998Games of infinite length and perfect information have been studied for many years. There are numerous determinacy results for these games, and there is a wide body of work on consequences of their determinacy.Except for games with very special payoff functions, games of infinite length and imperfect information have been little studied.
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Blackwell-Nash Equilibria in Zero-Sum Stochastic Differential Games
2018Advanced-type equilibria for a general class of zero-sum stochastic differential games have been studied in part by Escobedo-Trujillo et al. (J Optim Theory Appl 153:662–687, 2012), in which a comprehensive study of the so-named bias and overtaking equilibria was provided.
Beatris Adriana Escobedo-Trujillo +2 more
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Statistics, Probability and Game Theory: Papers in Honor of David Blackwell
Journal of the American Statistical Association, 1999Janusz Kawczak +3 more
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On Hannan and Blackwell's Approachability and Options - A Game Theoretic Approach for Option Pricing
SSRN Electronic Journal, 2006Ilan Kremer +2 more
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Experimental Games and Social Decision Making
Annual Review of Psychology, 2021Eric van Dijk, Carsten K W De Dreu
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SLICK! A CONSERVATION GAME. By G. K. Blackwell
New Zealand Journal of Geography, 2008openaire +1 more source