Physics – Mathematical Physics
Scientific paper
2000-01-07
Applicable Analysis, 59, (1995), 377-383
Physics
Mathematical Physics
Scientific paper
An inverse problem of finding an obstacle and the boundary condition on its surface from the fixed-energy scattering data is studied. A new method is developed for a proof of the uniqueness results. The method does not use the discreteness of the spectrum of the corresponding Laplacian in a bounded domain. Proof of the uniqueness results is based on the fact that the Hilbert space of square integrable functions is separable.
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