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ε-Subgame Perfectness of an Open-Loop Stackelberg Equilibrium in Linear-State Games
Dynamic Games and Applications, 2012zbMATH Open Web Interface contents unavailable due to conflicting licenses.
BURATTO, ALESSANDRA +2 more
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Upper hemicontinuity of the correspondence of subgame-perfect equilibrium outcomes
Journal of Mathematical Economics, 1991A topology for a class of multistage games is introduced. Some properties of this topology are studied. In particular it is shown that all multistage games can be approximated by finite multistage games. The main result then says that the correspondence mapping multistage games into their subgame-perfect equilibrium outcomes is upper hemicontinuous ...
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On the existence of subgame-perfect equilibrium in infinite-action games of perfect information
Journal of Economic Theory, 1987We study infinite-action games of perfect information with finitely or countably many players. It is assumed that payoff functions are continuous, strategy sets are compact, and constraint correspondences are continuous. Under these assumptions we prove the existence of subgame- perfect equilibria in pure strategies which are measurable functions.
Hellwig, Martin, Leininger, Wolfgang
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Subgame-perfect equilibrium outcomes in continuous games of almost perfect information
Journal of Mathematical Economics, 2000The author studies a continuous dynamic game \((H_{\infty}, u)\) of almost perfect information defined by the following: There are \(n\) players taking part in the game. At moment \(t=0\) the game starts with a point \(y_0\) from a starting set. Next, in each period \(t=1,2, \ldots\) each player \(i\) chooses independently an action \(y_t^i\), and then
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Subgame-perfect equilibrium in a two-stage monopoly market game
International Advances in Economic Research, 1997Eleanor T. von Ende, Klaus G. Becker
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On the complexity of computing Markov perfect equilibrium in general-sum stochastic games
National Science Review, 2023exaly