Ordering stability of Nash equilibria for a class of differential games
This study is concerned with the stability of Nash equilibria for a class of nn-person noncooperative differential games. More precisely, due to a preorder induced by a convex cone on a real linear normed space, we define a new concept called ordering ...
Jia Keke, Hong Shihuang, Yue Jieqing
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Modeling and Computation of Transboundary Industrial Pollution with Emission Permits Trading by Stochastic Differential Game. [PDF]
Transboundary industrial pollution requires international actions to control its formation and effects. In this paper, we present a stochastic differential game to model the transboundary industrial pollution problems with emission permits trading.
Shuhua Chang, Xinyu Wang, Zheng Wang
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Distributed Nash Equilibrium Seeking of Residential Energy Grids over Unreliable Communication Networks Using Predictive Control [PDF]
In this article, we manage the energy consumption of numerous intelligent homes and charging stations including several electric vehicles in real-time using a computationally efficient predictive controller. The studied scenario is made up of a couple of
Hamid Reza Babaei Ghazvini +2 more
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Game of Thrones: Accommodating Monetary Policies in a Monetary Union
In this paper, we present an application of the dynamic tracking games framework to a monetary union. We use a small stylized nonlinear three-country macroeconomic model of a monetary union to analyze the interactions between fiscal (governments) and ...
Dmitri Blueschke, Reinhard Neck
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Abstracting Nash equilibria of supermodular games [PDF]
Supermodular games are a well known class of noncooperative games which find significant applications in a variety of models, especially in operations research and economic applications.
Ranzato, Francesco
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Characterization and Detection of ϵ-Berge-Zhukovskii Equilibria. [PDF]
The Berge-Zhukovskii equilibrium is an alternate solution concept in non-cooperative game theory that formalizes cooperation in a noncooperative setting.
Rodica Ioana Lung +3 more
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Boundaries of computational complexity and optimal cluster’s quantity for controlled swarm in non-cooperative games [PDF]
The purpose of the work is to determine the relationship between the computational complexity of controlling a swarm of particles and the available computational resources for choosing the optimal control strategy.
Kiselev, Oleg Михайлович
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Set-Theoretic Inequalities in Stochastic Noncooperative Games with Coalition
We model and analyze antagonistic stochastic games of three players, two of whom form a coalition against the third one. The actions of the players are modeled by random walk processes recording the cumulative damages to each player at any moment of time.
Ailada Treerattrakoon +1 more
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The issue of adaptive and distributed cross-layer resource allocation for energy efficiency in uplink code-division multiple-access (CDMA) wireless data networks is addressed.
Daniela Saturnino +2 more
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Joint beamforming and power control algorithm for cognitive MIMO broadcast channels via game theory
In this paper, we present a game-theoretic approach for the purpose of deriving the problem of joint beamforming and power control in cognitive radio (CR) multiple-input multiple-output (MIMO) broadcast channels (CR MIMO-BCs), where the primary users ...
Shunlan Zhang, Ju Ni, Qing Peng
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