Results 281 to 290 of about 537,542 (327)

On the theory of differential pursuit games in distributed parameter systems

Automatic Control and Computer Sciences, 2009
This paper is devoted to a study of controlled pursuit-evading games in systems of parabolic type. The corresponding differential equations have variable coefficients and do not contain mixed derivatives. Our main technical tool is the finite difference method. Sufficient conditions for successful pursuit completion are obtained.
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Research on trajectory tracking control of driverless cars based on game theory

Proceedings of the Institution of mechanical engineers. Part D, journal of automobile engineering
The purpose of this game theory-based trajectory tracking control study of driverless cars is to resolve the conflicting problems of trajectory precision in tracking and drive stability for driverless cars in lane change situations.
Gang Li, Tian Tian, Jialin Song, Ning Li, Hongfei Bai   +4 more
semanticscholar   +1 more source

Short Introduction to the Theory of Differential Games

1986
In order to prepare for the results of the two subsequent chapters, some definitions and important theorems of game theory are brought together (see e.g. A. Friedman, 1971).
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A Deep Reinforcement Learning Approach to Time Delay Differential Game Deception Resource Deployment

IEEE Transactions on Dependable and Secure Computing
Current methods for deploying cyber deception do not consider the impact of time delays on the effectiveness of actions by both attackers and defenders, nor can they make real-time decisions on the deployment of deception assets in complex network ...
Weizhen He, Jinglei Tan, Ruixiang Wang, Zhiquan Liu, Xiangyang Luo, Hongchao Hu, Hengwei Zhang   +6 more
semanticscholar   +1 more source

Emerging Applications of Differential Equations and Game Theory

2020
A reproducing kernel Hilbert space (shorty, RKHS) H=H(Ω) on some set Ω is a Hilbert space of complex valued functions on Ω such that for every λ∈Ω the linear functional (evaluation functional) f→f(λ) is bounded on H. If H is RKHS on a set Ω, then, by the classical Riesz representation theorem for every λ∈Ω there is a unique element kH,λ∈H such that f(λ)
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Generalization of the main equation of differential game theory

Journal of Optimization Theory and Applications, 1984
We consider feedback, two-person, zero-sum differential games. We obtain two inequalities for the directional derivatives of the nonsmooth value function. We show that these inequalities, together with the boundary conditions, constitute necessary and sufficient conditions which the value function must satisfy. In the region where the value function is
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Theory of differential games with integral payoff. I

Cybernetics, 1974
is g iven as the payoff of the game . H e r e x is the n v e c t o r of the p h a s e coo rd ina t e s of the con t ro l l ed objec ts ; the v e c t o r s u = {ui}, v = {vj} (i= 1 . . . . . r ; j = 1 . . . . . q) a r e the con t ro l l ing ac t ions (the s t r a t eg i e s ) of the f i r s t p l a y e r and s econd p l a ye r , reslSectively; t o and T
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More than Privacy

ACM Computing Surveys, 2022
Lefeng Zhang, Tianqing Zhu, Ping Xiong   +2 more
exaly  

Microscopic Cycling Behavior Model Using Differential Game Theory

Traffic and Granular Flow '17, 2017
A. Gavriilidou, Yufei Yuan, Haneen Farah, S. Hoogendoorn   +3 more
semanticscholar   +1 more source

H-infinity controller design for spacecraft terminal rendezvous on elliptic orbits using differential game theory

American Control Conference, 2016
G. Franzini, L. Pollini, M. Innocenti
semanticscholar   +1 more source