Eric Darrigrand

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Person:765753

Available identifiers

zbMath Open darrigrand.ericMaRDI QIDQ765753

List of research outcomes

PublicationDate of PublicationType
Volume integral equations for electromagnetic scattering in two dimensions2020-10-11Paper
Enriched finite elements for time-harmonic Webster's equation2020-04-09Paper
Convergence of Krylov subspace solvers with Schwarz preconditioner for the exterior Maxwell problem2018-09-11Paper
The linear sampling method for the inverse electromagnetic scattering problem for screens2018-07-26Paper
Combining analytic preconditioner and fast multipole method for the 3-D Helmholtz equation2014-05-12Paper
Schwarz method justification of a coupling between finite elements and integral representation for Maxwell exterior problem2014-05-09Paper
Combining the ultra-weak variational formulation and the multilevel fast multipole method2012-05-11Paper
The essential spectrum of the volume integral operator in electromagnetic scattering by a homogeneous body2012-03-22Paper
Volume and surface integral equations for electromagnetic scattering by a dielectric body2010-06-10Paper
A regular fast multipole method for geometric numerical integrations of Hamiltonian systems2010-03-19Paper
Ultra-Weak Variational Formulation and efficient Integral Representation in Electromagnetism: a thorough study of the algorithm complexity2008-04-14Paper
Coupling of the ultra-weak variational formulation and an integral representation using a fast multipole method in electromagnetism2007-06-04Paper
The inverse electromagnetic scattering problem for a mixed boundary value problem for screens2005-02-23Paper
https://portal.mardi4nfdi.de/entity/Q44502952004-02-15Paper
Coupling of a multilevel fast multipole method and a microlocal discretization for the 3-D integral equations of electromagnetism2003-09-15Paper
The inverse electromagnetic scattering problem for screens2003-06-26Paper
Coupling of fast multipole method and microlocal discretization for the 3-D Helmholtz equation2002-12-16Paper

Research outcomes over time


Doctoral students

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