Rachid El Azouzi, Eitan Altman, Vladimir Gaitsgory
averaging principle for perturbations of continuous time
TCP-AQM interaction : periodic optimization via linear programming (2006)
Avrachenkov, Konstantin E, Finlay, Luke, Gaitsgory, Vladimir
TCP-AQM interaction : periodic optimization via linear programming (2006)
Avrachenkov, Konstantin E, Finlay, Luke, Gaitsgory, Vladimir
TCP-AQM interaction : periodic optimization via linear programming (2006)
Avrachenkov, Konstantin E, Finlay, Luke, Gaitsgory, Vladimir
Perturbed Zero-sum Games with Applications to Stochastic and Repeated Games (2001)
Altman, Eitan, Feinberg, Eugene, Filar, Jerzy A, Gaitsgory, Vladimir
Stochastic optimal control of a solar car (2001)
Boland, John, Gaitsgory, Vladimir, Howlett, Phil, Pudney, Peter
Perturbed Zero-sum Games with Applications to Stochastic and Repeated Games (2001)
Altman, Eitan, Feinberg, Eugene, Filar, Jerzy A, Gaitsgory, Vladimir
Stochastic optimal control of a solar car (2001)
Boland, John, Gaitsgory, Vladimir, Howlett, Phil, Pudney, Peter
Stochastic optimal control of a solar car (2001)
Boland, John, Gaitsgory, Vladimir, Howlett, Phil, Pudney, Peter
Perturbed Zero-sum Games with Applications to Stochastic and Repeated Games (2001)
Altman, Eitan, Feinberg, Eugene, Filar, Jerzy A, Gaitsgory, Vladimir
Efficient frontiers and solar cars (1998)
Boland, John, Gaitsgory, Vladimir, Howlett, Phil, Pudney, Peter
Efficient frontiers and solar cars (1998)
Boland, John, Gaitsgory, Vladimir, Howlett, Phil, Pudney, Peter
Efficient frontiers and solar cars (1998)
Boland, John, Gaitsgory, Vladimir, Howlett, Phil, Pudney, Peter
A Hybrid (Differential-Stochastic) Zero-Sum Game with Fast Stochastic Part (1995)
Eitan Altman, Vladimir Gaitsgory
We consider in this paper a continuous time stochastic hybrid system with a finite time horizon, controlled by two players with opposite objectives (zero-sum game). Player one wishes to maximize some...
Control Of A Hybrid Stochastic System (1993)
Eitan Altman, Centre Sophia Antipolis, Vladimir Gaitsgory
We consider in this paper a continuous time stochastic hybrid control system with a nite time horizon. The objective is to minimize a linear function of the expected state trajectory. The state...
Control Of A Hybrid Stochastic System (1992)
Eitan Altman, Vladimir Gaitsgory, France Centresophiaantipolis, Weconsiderinthispaperacontinuoustimestochastichybridcontrolsystemwitha Abstract
We consider in this paper a continuous time stochastic hybrid control system with a finite time horizon. The objective is to minimize a linear function of the expected state trajectory. The state...
Tracking Fast Trajectories Along A Slow Dynamics: A Singular Perturbations Approach
Zvi Artstein, Vladimir Gaitsgory
. Controlled coupled slow and fast motions are examined in a singular perturbations setting. The objective is to minimize a cost functional that takes into account both the fast motion, supposing,...