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ESAIM: Mathematical Modelling and Numerical Analysis
Tome 49 (2015)
no. 5
Précédent
Suivant
Volume 49 (2015) no. 5
Sommaire
Electromagnetic wave propagation and absorption in magnetised plasmas: variational formulations and domain decomposition
Back, Aurore
;
Hattori, Takashi
;
Labrunie, Simon
;
Roche, Jean-Rodolphe
;
Bertrand, Pierre
p. 1239-1260
A Finite Element Method with Singularity Reconstruction for Fractional Boundary Value Problems
Jin, Bangti
;
Zhou, Zhi
p. 1261-1283
Computing quantities of interest for random domains with second order shape sensitivity analysis
Dambrine, Marc
;
Harbrecht, Helmut
;
Puig, Bénédicte
p. 1285-1302
A trace finite element method for a class of coupled bulk-interface transport problems
Gross, Sven
;
Olshanskii, Maxim A.
;
Reusken, Arnold
p. 1303-1330
Energy conservation and numerical stability for the reduced MHD models of the non-linear JOREK code
Franck, Emmanuel
;
Hölzl, Matthias
;
Lessig, Alexander
;
Sonnendrücker, Eric
p. 1331-1365
A convergent adaptive stochastic Galerkin finite element method with quasi-optimal spatial meshes
Eigel, Martin
;
Gittelson, Claude Jeffrey
;
Schwab, Christoph
;
Zander, Elmar
p. 1367-1398
An augmented mixed-primal finite element method for a coupled flow-transport problem
Alvarez, Mario
;
Gatica, Gabriel N.
;
Ruiz–Baier, Ricardo
p. 1399-1427
Higher order continuous Galerkin−Petrov time stepping schemes for transient convection-diffusion-reaction equations
Ahmed, Naveed
;
Matthies, Gunar
p. 1429-1450
Maximum Norm Regularity of Periodic Elliptic Difference Operators With Variable Coefficients
Pruitt, Michael
p. 1451-1461
A
B
V
functional and its relaxation for joint motion estimation and image sequence recovery
Conti, Sergio
;
Ginster, Janusz
;
Rumpf, Martin
p. 1463-1487
Finite element decomposition and minimal extension for flow equations
Altmann, R.
;
Heiland, J.
p. 1489-1509
Discretization of the 3d monge−ampere operator, between wide stencils and power diagrams
Mirebeau, Jean-Marie
p. 1511-1523
Layer structure and the galerkin finite element method for a system of weakly coupled singularly perturbed convection-diffusion equations with multiple scales
Roos, Hans-Görg
;
Schopf, Martin
p. 1525-1547