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This article considers the linear 1-d Schrödinger equation in (0)
perturbed by a vanishing viscosity term depending on a small parameter
> 0. We study the boundary controllability properties of this
perturbed equation and the behavior of its boundary controls
as goes to zero. It
is shown that, for any time sufficiently large but independent of
and for each initial datum in
(0), there...
This article considers the linear 1-d Schrödinger equation in (0)
perturbed by a vanishing viscosity term depending on a small parameter
> 0. We study the boundary controllability properties of this
perturbed equation and the behavior of its boundary controls
as goes to zero. It
is shown that, for any time sufficiently large but independent of
and for each initial datum in
(0), there...
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