Results 271 to 280 of about 2,426,143 (306)
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On the Suicidal Pedestrian Differential Game
Dynamic Games and Applications, 2014zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ioannis Exarchos +2 more
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A Differential Game in Economics
Management Science, 1971The problem of profit maximization for two firms manufacturing the same commodity is cast as a differential game. The qualitative aspects of the equilibrium point solution of the game are then discussed with the aid of some results on ordinary differential equations.
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OPTIMIZATION IN DIFFERENTIAL GAMES
Russian Mathematical Surveys, 1978OPTIMAL CONTROL IN REGULAR DYNAMICAL SYSTEMS N N Krasovskii ON THE THEORY OF DIFFERENTIAL GAMES L S Pontryagin A SHORT AUTOBIOGRAPHY OF L. S. PONTRYAGIN N Jacobson Evgenii Frolovich Mishchenko (on the 90th anniversary of his birth) Dmitry V Anosov, Sergei M Aseev, Revaz V Gamkrelidze et al. LINEAR DIFFERENTIAL GAMES OF PURSUIT L S Pontrjagin THE LINEAR
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On a Class of Hybrid Differential Games
Dynamic Games and Applications, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Dmitry Gromov, Ekaterina V. Gromova
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Differential Games with Additive Payoffs
International Game Theory ReviewDifferential games with additive payoffs are considered. A new approach to constructing the characteristic function for such games is defined. Properties of optimality principles such as the core and the Shapley value constructed by applying the new characteristic function are studied. The solutions obtained are demonstrated by means of an example.
Leon A. Petrosyan, Anna V. Tur
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THE PEDESTRIAN PRINCIPLE FOR DIFFERENTIAL GAMES
International Game Theory Review, 2006A dynamic normal formulation for differential games is introduced and the "pedestrian principle" is discussed as a means of dynamically implementing the equilibrium strategy in a single game. Our formulation emphasizes the distinction between a player's rational prediction and the actual evolution of the game dynamics.
RICHARD H. STOCKBRIDGE, ZIYU ZHENG
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Uncertainty in Differential Games. [PDF]
, 2001 Differential game theory can be used to model worst-case design problems or to model situations where several interacting authorities make strategic dynamic decisions. In this thesis a number of differential game models has been introduced which can be used to model uncertainty in a differential game framework. These models are based on developments in
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Differential games with partial differential equations
1975Examples of differential games are given, where the state equation is a partial differential equation. They can be solved explicitly and show clearly how the values of the control functions enter in the solution. This enables us to set up a method of solving these games, which should also be applied to more complicated differential games, complementing
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The princess and Monster differential game
1979 18th IEEE Conference on Decision and Control including the Symposium on Adaptive Processes, 1979In this game of R. Isaacs, the players are a hider and a searcher. The payoff is the time until capture. The hider is assumed to be mobile within a bounded set $\mathcal{D}$. The searcher has an arbitrarily small detection radius. There is incomplete information in that neither player knows the present or past location of the other.
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