Bertrand THIERRY
Bertrand THIERRY
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Multiple Scattering
Boundary Integral Equations and Block Jacobi Preconditioner
Aug 27, 2019
Wien, Austria
Slides
Single Scattering Preconditioner Applied to Boundary Integral Equations
Jun 27, 2018
Paris, France
PDF
Mu-diff
Fast and accurate multiple scattering solver for disk shaped obstacles
Github
µ-diff: an open-source Matlab toolbox for computing multiple scattering problems by disks
The aim of this paper is to describe a Matlab toolbox, called µ-diff, for modeling and numerically solving two-dimensional complex …
Bertrand Thierry
,
Xavier Antoine
,
Chokri Chniti
,
Hassan Alzubaidi
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Code
Project
DOI
A remark on the single scattering preconditioner applied to boundary integral equations
This article deals with boundary integral equation preconditioning for the multiple scattering problem. The focus is put on the single …
Bertrand Thierry
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Slides
DOI
Arxiv
Spectral and Condition Number Estimates of the Acoustic Single-Layer Operator for Low-Frequency Multiple Scattering in Dilute Media
The aim of this paper is to develop an analysis of the distribution of the eigenvalues of the acoustic single-layer potential for …
Xavier Antoine
,
Bertrand Thierry
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DOI
Spectral and Condition Number Estimates of the Acoustic Single-Layer Operator for Low-Frequency Multiple Scattering in Dense Media
The aim of this paper is to derive spectral and condition number estimates of the single-layer operator for low-frequency multiple …
Bertrand Thierry
,
Xavier Antoine
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DOI
Wide Frequency Band Numerical Approaches for Multiple Scattering Problems by Disks
Efficient, robust and accurate algorithms are proposed for solving the multiple scattering problem by M circular obstacles for the …
Xavier Antoine
,
Karim Ramdani
,
Bertrand Thierry
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DOI
Analysis and Numerical Simulations of Time Reversal and Multiple Scattering
This thesis contributes to the mathematical analysis and numerical simulation of some problems arising in multiple scattering. This …
Bertrand Thierry
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Project
Numerical study of a spectral approach to solve integral equation formulation of the acoustic multiple scattering problem by disks
Jun 17, 2009
Pau, France
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