We prove that a finite number of acoustic far-field measurements is enough for the unique determination of many non-smooth sound-soft scatterers in three dimensions. The class of admissible scatterers considered is very general and includes obstacles and surfaces.
Unique determination of non-smooth sound-soft scatterers by finitely many far-field measurements / L. Rondi. - In: INDIANA UNIVERSITY MATHEMATICS JOURNAL. - ISSN 0022-2518. - 52:6(2003), pp. 1631-1662.
Unique determination of non-smooth sound-soft scatterers by finitely many far-field measurements
L. Rondi
2003
Abstract
We prove that a finite number of acoustic far-field measurements is enough for the unique determination of many non-smooth sound-soft scatterers in three dimensions. The class of admissible scatterers considered is very general and includes obstacles and surfaces.
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