On the wave equation with a large rough potential

Mathematics – Analysis of PDEs

Scientific paper

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Major revision, corrected & augmented - 32 pages

Scientific paper

We prove an optimal dispersive $L^{\infty}$ decay estimate for a three
dimensional wave equation perturbed with a large non smooth potential belonging
to a particular Kato class. The proof is based on a spectral representation of
the solution and suitable resolvent estimates for the perturbed operator.

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