IMA Journal of Mathematical Control and Information · 2010 · 15 citations · 10 references
Natural SciencesMathematicsDynamical SystemsMathematical PhysicsStochastic ProcessesBrownian MotionControl Of Dynamical SystemsControl TheoryMaxwell's EquationsStochastic ControlStochastic Differential EquationsControllabilityControllability AnalysisDiscretization Of Maxwell's Equations
We study the approximate controllability of the stochastic Maxwell equations with an abstract approach and a constructive approach using a generalization of the Hilbert uniqueness method as proposed in Kim (2004, Approximate controllability of a stochastic wave equation. Appl. Math. Optim., 49, 81–98) for the stochastic wave equation.
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