International audienceWe give asymptotic formulas for finding the scattering amplitude at fixed frequency and angles (scattered far field) from the scattering wave functiongiven at $n$ points in dimension $d\geq 2$. These formulas are explicit and their precision is proportional to $n$.To our knowledge these formulas are new already for $n\geq 2$
It is shown how the concepts of scattering length and effective range, previously introduced for low...
Abstract. An integral for the Debye scattering formula is given which is valid for any dimension n ≥...
This paper is concerned with the time-harmonic elastic scattering by a finite number N of point-like...
International audienceWe give new formulas for finding the complex (phased) scattering amplitude at ...
International audienceWe consider inverse scattering for the multidimensional Schrödinger equation w...
International audienceWe give formulas for phase recovering from appropriate monochromatic phaseless...
We present the first numerical study of multipoint formulas for finding leading coefficients in asym...
Abstract. This paper is concerned with the direct and inverse time-harmonic electromagnetic scatteri...
This paper is concerned with the direct and inverse time-harmonic electromagnetic scattering problem...
Abstract. In this paper we present a new highly efficient calculation method for the far field ampli...
This thesis is a study of the asymptotic perturbation formulas that result from electromagnetic (or ...
We have recently uncovered the convergence characteristics of multiple scattering iterations for “tw...
An integral for the Debye scattering formula is given which is valid for any dimension n > 2. Expli...
Modern asymptotic methods are used to provide as complete as possible a description of the scatterin...
The direct numerical simulation of the acoustic wave scattering created by very small obstacles is v...
It is shown how the concepts of scattering length and effective range, previously introduced for low...
Abstract. An integral for the Debye scattering formula is given which is valid for any dimension n ≥...
This paper is concerned with the time-harmonic elastic scattering by a finite number N of point-like...
International audienceWe give new formulas for finding the complex (phased) scattering amplitude at ...
International audienceWe consider inverse scattering for the multidimensional Schrödinger equation w...
International audienceWe give formulas for phase recovering from appropriate monochromatic phaseless...
We present the first numerical study of multipoint formulas for finding leading coefficients in asym...
Abstract. This paper is concerned with the direct and inverse time-harmonic electromagnetic scatteri...
This paper is concerned with the direct and inverse time-harmonic electromagnetic scattering problem...
Abstract. In this paper we present a new highly efficient calculation method for the far field ampli...
This thesis is a study of the asymptotic perturbation formulas that result from electromagnetic (or ...
We have recently uncovered the convergence characteristics of multiple scattering iterations for “tw...
An integral for the Debye scattering formula is given which is valid for any dimension n > 2. Expli...
Modern asymptotic methods are used to provide as complete as possible a description of the scatterin...
The direct numerical simulation of the acoustic wave scattering created by very small obstacles is v...
It is shown how the concepts of scattering length and effective range, previously introduced for low...
Abstract. An integral for the Debye scattering formula is given which is valid for any dimension n ≥...
This paper is concerned with the time-harmonic elastic scattering by a finite number N of point-like...
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