We study an inverse scattering problem associated with a Schrödinger system where both
the potential and source terms are random and unknown. The well-posedness of the forward …

We are concerned with the direct and inverse scattering problems associated with a time-
harmonic random Schrödinger equation with unknown source and potential terms. The …

We study increasing stability in the inverse scattering source problem for the Helmholtz
equation and the classical Lamé system in the three dimensional space from boundary data …

In this work we study the increasing resolution of linear inverse scattering problems at a
large fixed frequency. We consider the problem of recovering the density of a Herglotz wave …

This paper is concerned with the mathematical analysis of experimental methods for the
estimation of the power of an uncorrelated, extended aeroacoustic source from …

In this paper we study the uniqueness and the increasing stability in the inverse source
problem for electromagnetic waves in homogeneous and inhomogeneous media from …

In isotropic homogeneous media, far fields of time-harmonic electromagnetic waves radiated
by compactly supported volume currents, and elastic waves radiated by compactly …

The inverse source problem for time-harmonic Maxwell's equations in three-dimensional
free space is considered. Given far field observations of a wave radiated by a compactly …

We study scattering of time-harmonic plane waves by compactly supported inhomogeneous
objects in a homogeneous background medium. The far field operator associated to a fixed …

In aeroacoustic testing one seeks to localize and reconstruct the power of an aeroacoustic
source, given correlation estimates of pressure fluctuations in the frequency domain. This …