Pierre Marchand
Pierre Marchand
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DDM
Schwarz methods and boundary integral equations
We present theoretical and numerical results about a new preconditioner for matrices stemming from the boundary element method.
September 12, 2020
Online
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Schwarz methods and boundary integral equations
Boundary integral equations allow to reformulate partial differential equations on the boundary of the considered domain using …
January 13, 2020
University of Konstanz, Germany
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Robust coarse spaces for the boundary element method
Boundary integral equations are reformulations of partial differential equations with non-local integral operators. Widely used in …
November 15, 2019
University of Bath, United Kingdom
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Robust coarse spaces for the boundary element method
We present theoretical and numerical results about a new preconditioner for matrices stemming from the boundary element method.
September 17, 2019
CIRM, Luminy, France
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Slides
Robust coarse spaces for the boundary element method
Boundary integral equations are reformulations of partial differential equations with non-local integral operators. Widely used in …
February 27, 2019
University of Konstanz, Germany
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Boundary Integral Equation and Domain Decomposition Methods
Boundary integral equations (BIE) are a reformulation of partial differential equations with non-local integral operators. It has the …
November 27, 2018
Laboratoire Jacques-Louis Lions, Sorbonne Université, Paris, France
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Boundary Integral Equation and Domain Decomposition Methods
Boundary integral equations (BIE) are a reformulation of partial differential equations with non-local integral operators. It has the …
October 25, 2018
Université Paris-Dauphine, CEREMADE, Paris, France
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Two-level preconditioning for BEM with GenEO
Domain Decomposition Methods (DDM), such as Additive Schwarz (AS), can be used to precondition linear systems arising from Boundary …
July 24, 2018
Memorial University of Newfoundland, St John's, Canada
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Two-level preconditioning for BEM with GenEO
Domain Decomposition Methods (DDM), such as Additive Schwarz (AS), can be used to precondition linear systems arising from Boundary …
June 27, 2018
Sorbonne Université, Paris, France
Xavier Claeys
,
Pierre Marchand
,
Frédéric Nataf
Introduction to domain decomposition methods
April 3, 2018
Laboratoire Jacques-Louis Lions, Sorbonne Université, Paris, France
Pierre Marchand
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