Talks

2020

Schwarz methods and boundary integral equations

Boundary integral equations allow to reformulate partial differential equations on the boundary of the considered domain using …

2019

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 …

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.

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 …

Git: why and how ?

Small introduction to git where I try to convince you that you should use it.

2018

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 …

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 …

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 …

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 …

Introduction to git