Revues
Séminaires
Congrès
Livres
Notes de cours
Thèses
Auteurs
OFF
Revues
Séminaires
Congrès
Livres
Notes de cours
Thèses
Auteurs
Tout
Tout
Auteur
Titre
Bibliographie
Plein texte
Rechercher
NOT
Entre
et
Auteur
Tout
Auteur
Titre
Date
Bibliographie
Mots-clés
Plein texte
Précédent
ESAIM: Mathematical Modelling and Numerical Analysis
Tome 50 (2016)
no. 2
Suivant
Sommaire
A hybrid-mixed method for elasticity
Harder, Christopher
;
Madureira, Alexandre L.
;
Valentin, Frédéric
p. 311-336
A discontinuous Galerkin reduced basis element method for elliptic problems
Antonietti, Paola F.
;
Pacciarini, Paolo
;
Quarteroni, Alfio
p. 337-360
Error estimates of a stabilized Lagrange−Galerkin scheme for the Navier−Stokes equations
Notsu, Hirofumi
;
Tabata, Masahisa
p. 361-380
Time optimal control for a reaction diffusion system arising in cardiac electrophysiology – a monolithic approach
Kunisch, Karl
;
Pieper, Konstantin
;
Rund, Armin
p. 381-414
Electrode modelling: The effect of contact impedance
Dardé, Jérémi
;
Staboulis, Stratos
p. 415-431
A Nonconforming Finite Element Approximation for the von Karman equations
Mallik, Gouranga
;
Nataraj, Neela
p. 433-454
Existence of solutions to an elasto-viscoplastic model with kinematic hardening and
r
-Laplacian fracture approximation
Jakabčin, Lukáš
p. 455-473
Convergence of a numerical scheme for a mixed hyperbolic-parabolic system in two space dimensions
Rossi, Elena
;
Schleper, Veronika
p. 475-497
On the convergence rate of finite difference methods for degenerate convection-diffusion equations in several space dimensions
Karlsen, Kenneth Hvistendahl
;
Risebro, Nils Henrik
;
Storrøsten, Erlend Briseid
p. 499-539
Nitsche’s method for parabolic partial differential equations with mixed time varying boundary conditions
Tagliabue, Anna
;
Dedè, Luca
;
Quarteroni, Alfio
p. 541-563
Analysis of the penalized 3D variable viscosity stokes equations coupled to diffusion and transport
Chatelin, Robin
;
Sanchez, David
;
Poncet, Philippe
p. 565-591
Homogenization of a system of elastic and reaction-diffusion equations modelling plant cell wall biomechanics
Ptashnyk, Mariya
;
Seguin, Brian
p. 593-631