Controllability of non-linear impulsive stochastic systems

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Taylor & Francis Ltd

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info:eu-repo/semantics/closedAccess

Abstract

In this article, we consider the finite-dimensional dynamical control systems described by non-linear impulsive stochastic differential equations. Sufficient conditions for the complete and approximate controllability of non-linear impulsive stochastic systems are formulated and proved under the natural assumption that the corresponding linear system is appropriately controllable.

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impulsive stochastic systems, complete and approximate controllability, resolvent operators, Brownian motion

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International Journal of Control

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82

Issue

5

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