Determining the shape of a sound soft obstacle from knowledge of both the incident and scattered far fields is one of the simplest problems in inverse scattering, which can be cast in variational form and stated as the minimization of a suitable norm

Crosta, G. (1994). The Backpropagation Method in Inverse Acoustics. In E.T. Quinto, M. Cheney, P. Kuchment (a cura di), Tomography, impedance imaging, and integral geometry (pp. 35-68). Providence, RI : American Mathematical Society.

The Backpropagation Method in Inverse Acoustics

CROSTA, GIOVANNI FRANCO FILIPPO
1994

Abstract

Determining the shape of a sound soft obstacle from knowledge of both the incident and scattered far fields is one of the simplest problems in inverse scattering, which can be cast in variational form and stated as the minimization of a suitable norm
Capitolo o saggio
complete families; Schauder bases; Dirichlet boundary condition; Helmholtz equation; T-matrix scheme; projection; boundary defect; minimization algorithm
English
Tomography, impedance imaging, and integral geometry
Quinto, ET; Cheney, M; Kuchment, P
1994
0821803379
American Mathematical Society
35
68
Crosta, G. (1994). The Backpropagation Method in Inverse Acoustics. In E.T. Quinto, M. Cheney, P. Kuchment (a cura di), Tomography, impedance imaging, and integral geometry (pp. 35-68). Providence, RI : American Mathematical Society.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/20159
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