The contact angle is independent of the applied potential : a mathematical proof.
Poster presented at the 5th Electrowetting meeting, Rochester, NY, 2006. Poster (pdf)

Theoretical and numerical analysis of the contact angle in electrowetting.
Poster presented at the 5th Singular days, Luminy, France, 2007. Poster (pdf)

Theoretical and numerical analysis of the contact angle in electrowetting.
SFB Seminar, University of Graz, Austria, 2007.

Analyse de la forme d'une goutte au voisinage de la ligne de contact en électromouillage.
Oral session, SMAI, Praz sur Arly, France, 2007.

Etude de la forme d'une goutte au voisinage du point triple en electromouillage.
Seminar, "Applications des mathématiques" ENS Ker Lann, France, 2007.

Theoretical and numerical analysis near the triple point in electrowetting,
PDE Seminar, CMA, Oslo, Norway, 2007

Numerical analysis of equations from theoretical physics,
CMA Seminar, CMA, Oslo, Norway, May 2008

Modélisation et simulation numérique du phénomene d'Electromouillage,
Seminaire POEMS, ENSTA, Paris, France, May 2008

Convergence of a semi-discrete structure preserving scheme for the Maxwell Klein Gordon equation,
PDE Seminar, CMA, Oslo, Norway, 23 April 2009

Convergence d'un schéma éléments finis préservant la contrainte pour l'équation de Maxwell Klein Gordon en dimension 2
SMAI 2009, La Colle Sur Loup, France, 27 Mai 2009

Quelques aspects théoriques et numériques de l'électromouillage,
PDE Seminar, Laboratoire Jean Alexandre Dieudonné, 14 Janvier 2010

A mathematical point of view in Electrowetting,
6th Singular days, Berlin, 29 April - 1 May 2010

Convergence of a discontinous Galerkin scheme for time domain Maxwell’s equations
in a dispersive media,
Poster, HOFEIM 2011, June 27-29 2011, Cracow, Poland

A numerical study of the Maxwell Klein Gordon equation using lattice gauge theory,
Equadiff  2011, August 1-5 2011, Loughborough, UK

Numerical modeling of electromagnetic wave propagation in dispersive media by a high order Discontinuous Galerkin Time Domain method, ECCOMAS 2012,  September 10-14  2012, Vienna, Austria

Etude Numérique des ondes progressives pour l'équation de Schrödinger non linéaire en dimension 2,
ANR ArDyPiTeq days, December 13-14 2012, Reims

Etude Numérique de la propagations des ondes électromagnétiques en milieux dispersifs,
Séminaire EDP-MOISE, Laboratoire Jean Kuntzmann, April 18 2013, Grenoble, France

Etude Numérique de la propagations des ondes électromagnétiques en milieux dispersifs,
Séminaire d'analyse appliquée, LATP, May 28 2013, Marseille, France

Numerical study of a discontinuous Galerkin time domain method for the propagation of electromagnetic waves in dispersive media,
PIERS 2013, 11-15 August, Stockholm, Sweden.

Numerical study of the travelling waves for the nonlinear Schrödinger equation in dimension 2,
Oberwolfach workshop: Nonlinear evolution equations: Analysis and Numerics, March 16-21, 2014, Oberwolfach, Germany.

Propagation des ondes Electromagnetiques en milieux dispersifs : approche numérique et application en nanophotonique,
CEM 2014, 17ème Colloque International et Exposition sur la Compatibilité ÉlectroMagnétique, July 2014, Clermont-Ferrand, France

Multiplicity of the travelling waves in the Kadomtsev-Petviashvili-I and the Gross-Pitaevskii equations,
Workshop on "Blow up and dispersion in Nonlinear PDEs", July 2014, Vienna, Austria.

Etude de modèles de milieux dispersifs et application en nanophotonique,
Séminaire du laboratoire de Mathématiques de Reims, 21 Octobre 2014, Reims, France.

Numerical study of dispersive media and application to nanophotonics,
KIT Seminar, 9 Février 2015, Karlsruhe, Allemagne.

Etude numérique de modèles milieux dispersifs et application en nanophotonique,
Séminaire Analyse Numérique et EDP, Laboratoire de Mthématiques d'Orsay, 12 Mars 2015, Orsay, France.

MHM methods for time dependent proopagation of electromagnetics waves,
PANACM 2015, 27-29 Avril 2015, Buenos Aires, Argentine.

Numerical study of dispersive models for nanophotonics,
Waves 2015, 20-24 Juillet 2015, Karlsruhe, Allemagne.

Numerical computation of travelling waves for the Nonlinear Schrödinger equation in dimension 2,
SciCADE 2015, 14-18 Septembre 2015, Potsdam, Allemagne.

A discontinuous Galerkin framework for the numerical modelling in nanoplasmonics
Workshop "Recent advances in discontinuous Galerkin methods", University of Reading, UK, 13th June 2016.

A discontinuous Galerkin framework for the numerical modelling of light-matter interaction at the nanoscale,
28th CEA-GAMNI Seminar on CFD, IHP, Paris, 25-26 January 2016. 

A high order discretization framework for the numerical modelling in nanoplasmonics,
Colloque Couplages Numériques, LJAD, Nice, France, 27-29 September 2016.

A structure preserving numerical discretization framework for the Maxwell Klein Gordon equation in 2D,
Workshop Structure and scaling in computational field theories, Oslo, Norway, 26-28 October 2016.

Numerical modelling of light-matter interaction at the nanoscale,
BioComp seminar, Simula, Oslo, Norway, November 9th 2016.

Numerical contributions in nanophotonics,
Women in PDE's @ Karlsruhe, KIT, Karlsruhe, Germany, April 27-28 2017.

A structure preserving numerical discretization framework for the Maxwell Klein Gordon equation in 2D,
KIT, Karlsruhe, Germany, June 22, 2017.

The Multiscale Hybrid Mixed method for time dependent propagation of electromagnetic waves
ENUMATH 2017, Bergen, Norway, September 25-29, 2017.

A structure preserving numerical discretization framework for the Maxwell Klein Gordon equation in 2D,
ENUMATH 2017, Bergen, Norway, September 25-29, 2017.

Modélisation numérique de l'interaction lumière-matière à l'échelle nanométrique
Séminaire "EDP, Modélisation et Calcul Scientifique", ICJ, Lyon, France, May 22, 2018.


A Discontinuous Galerkin Time Domain framework for nanoplasmonics.
Topical Workshop "Computational Aspects of Time Dependent Electromagnetic Wave Problems in Complex Materials",
ICERM, Brown University, Providence, USA, June 25-29, 2018.

Numerical analysis of a structure preserving scheme for Maxwell Klein-Gordon equations in 2D.
Conference on Mathematics of Wave Phenomena, KIT, Karlsruhe, July 23-27, 2018.