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Adaptive Stabilization of Noncooperative Stochastic Differential Games
SIAM Journal on Control and OptimizationzbMATH Open Web Interface contents unavailable due to conflicting licenses.
Nian Liu, Lei Guo
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Randomly-Furcating Stochastic Differential Games
2003This paper presents a class of games — designated as Randomly Furcating Stochastic Differential Game — in which random shocks in the stock dynamics and (future) stochastic changes in payoffs are present. Since future payoff are not known with certainty, the term “randomly furcating” is introduced to emphasize that a particularly useful way to analyze ...
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SOLUTION MECHANISMS FOR COOPERATIVE STOCHASTIC DIFFERENTIAL GAMES
International Game Theory Review, 2006Cooperative stochastic differential games constitute a highly complex form of decision making under uncertainty. In particular, interactions between strategic behaviors, dynamic evolution, stochastic elements and solution agreement have to be considered simultaneously. This complexity leads to great difficulties in the derivation of dynamically stable
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Quality control strategies of the supply chain based on stochastic differential game
Evolutionary Intelligence, 2021Yu Li, Linzhong Liu, Wenxia Li
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N-Person Stochastic Differential Games
1975Necessary and sufficient conditions are given for the non-cooperative equilibrium policies of N players when they are simultaneously controlling the evolution of a stochastic system described by an Ito equation. In the case of perfect information, these conditions are generalizations of the well-known Hamilton-Jacobi equations.
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Pareto efficiency in the infinite horizon mean-field type cooperative stochastic differential game
Journal of the Franklin Institute, 2021Yaning Lin, Weihai Zhang
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Risk-sensitive zero-sum stochastic differential game for jump-diffusions
Systems & control letters (Print), 2021Somnath Pradhan
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Linear Exponential Quadratic Stochastic Differential Games
IEEE Transactions on Automatic Control, 2016In this technical note a two person noncooperative stochastic differential game described by a linear stochastic equation with a Brownian motion and a payoff that is the exponential of a quadratic functional in the state and the control strategies of the two players is explicitly solved. The optimal strategies form a Nash equilibrium.
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The WHO fungal priority pathogens list as a game-changer
Nature Reviews Microbiology, 2023Matthew C Fisher, David W Denning
exaly