Results 41 to 50 of about 9,860 (188)
A BSDE Approach to Stochastic Differential Games with Regime Switching
In this paper, we study a two-player zero-sum stochastic differential game with regime switching in the framework of forward-backward stochastic differential equations on a finite time horizon.
J. Y. Li, M. Tang
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This review paper examines the current landscape of electricity market modelling, specifically focusing on stochastic approaches, transitioning from Mean Field Games (MFGs) to Neural Network (NN) modelling.
Luca Di Persio +2 more
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Zero-sum stochastic differential games of generalized McKean–Vlasov type [PDF]
We study zero-sum stochastic differential games where the state dynamics of the two players is governed by a generalized McKean-Vlasov (or mean-field) stochastic differential equation in which the distribution of both state and controls of each player ...
H. Pham, Andrea Cosso
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In Pursuit of the Emergence Point: Extracting Phase Transitions in Multi-Agent Communication
Modern multi-agent deep reinforcement learning algorithms have demonstrated empirical success in communication games, yet their black box nature precludes the analytical identification of the transition from random babbling to coordinated signalling ...
Alexander Chernyavskiy +3 more
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The Neural Circuitry of Expertise: Perceptual Learning and Social Cognition
Amongst the most significant questions we are confronted with today include the integration of the brain's micro-circuitry, our ability to build the complex social networks that underpin society and how our society impacts on our ecological ...
Michael eHarre
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This paper proposes an online adaptive Q-learning algorithm for linear-quadratic nonzero-sum stochastic differential games with completely unknown system dynamics, state-dependent perturbations, and input saturation constraints.
Zhifu Jia, Na Xie
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A stochastic differential reinsurance game [PDF]
We study a stochastic differential game between two insurance companies who employ reinsurance to reduce the risk of exposure. Under the assumption that the companies have large insurance portfolios compared to any individual claim size, their surplus processes can be approximated by stochastic differential equations.
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This paper describes a kind of linear quadratic uncertain stochastic hybrid differential game system grounded in the framework of subadditive measures, in which the system dynamics are described by a hybrid differential equation with Wiener–Liu noise and
Zhifu Jia, Cunlin Li
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Using the maximum principle for semicontinuous functions [3,4], we prove a general ``continuous dependence on the nonlinearities'' estimate for bounded Holder continuous viscosity solutions of fully nonlinear degenerate elliptic equations.
Espen R. Jakobsen, Kenneth H. Karlsen
doaj
Consensus as a Nash Equilibrium of a Stochastic Differential Game
In this paper a consensus has been constructed in a social network which is modeled by a stochastic differential game played by agents of that network. Each agent independently minimizes a cost function which represents their motives. A conditionally expected integral cost function has been considered under an agent’s opinion filtration.
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