Titlebook: Stochastic Control Theory and Stochastic Differential Systems; Proceedings of a Wor M. Kohlmann,W. Vogel Conference proceedings 1979 Spring

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Optimal impulsive control theory,erate diffusion stopped at the exit of a bounded regular domain of R.. The control is excited by impulses, which modify the state of the system instantaneously. The cost involves an integral cost and a variable cost (depending on the size of the jump)..We mainly develop in this presentation the semi

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Adaptive control of Markov chains,pecified control law φ(α). The adaptive controller selects at each time t the control action indicated by φ(α.), where α. is the maximum likelihood estimate of α. The asymptotic behavior of α. is studied.

Dungeon

Optimal impulsive control theory,f the optimal cost are possible and in general are more convenient for the applications. We briefly mention them. Since the optimal stopping time problem is a necessary step to solve the impulse control problem, we present the main results of that theory also. The article ends with comments and remarks concerning other problems and extensions.

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Jean-Michel Bismuterministic; both the time and the state space are continuous. The corresponding mathematical object is a system of ordinary differential equations, called the induced kinetic differential equation of the reaction in question. This model can be constructed in different ways and has different forms; w

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