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TP or not TP, that is the question Eymard R., Gallouet T., Guichard C., Herbin R., Masson R. [hal-00801648 - version 2] (04/04/2013)

Gradient schemes: a generic framework for the discretisation of linear, nonlinear and nonlocal elliptic and parabolic equations Droniou J., Eymard R., Gallouet T., Herbin R. [hal-00751551 - version 2] (30/12/2012)

An extension of the MAC scheme to locally refined meshes : convergence analysis for the full tensor time-dependent Navier-Stokes equations Chénier E., Eymard R., Gallouet T., Herbin R. [hal-00751556 - version 1] (14/11/2012)

Gradient schemes for the Stefan problem Eymard R., Féron P., Gallouet T., Herbin R., Guichard C. [hal-00751555 - version 1] (14/11/2012)

W1,q stability of the Fortin operator for the MAC scheme Gallouët T., Herbin R., Latché J.-C. Calcolo 49, 1 (2012) 63-71 [hal-00673682 - version 1]

Mesure, intégration, probabilités Gallouët T., Herbin R. [cel-00637007 - version 2] (19/02/2013)

Finite volume schemes for the biharmonic problem on general meshes Eymard R., Gallouët T., Herbin R., Linke A. Mathematics of Computation 81, 280 (2012) 2019-2048 [hal-00475419 - version 2]

Playing with Burgers's equation Gallouët T., Herbin R., Latché J.-C., Nguyen T. T. In Finite Volumes for Complex Applications VI - Problems & Perspectives - Finite Volumes for Complex Applications VI - Problems & Perspectives, Czech Republic (2011) [hal-00576248 - version 1]

On the time continuity of entropy solutions Cancès C., Gallouët T. Journal of Evolution Equations 11, 1 (2011) 43-55 [hal-00349222 - version 2]

Convergence of the MAC scheme for the compressible Stokes equations Eymard R., Gallouët T., Herbin R., Latché J.-C. SIAM Journal on Numerical Analysis 48, 6 (2010) 2218-2246 [hal-00542676 - version 1]

A convergent Finite Element-Finite Volume scheme for the compressible Stokes problem, Part II -- the isentropic case Eymard R., Gallouët T., Herbin R., Latché J.-C. Math. Comp. 79, 270 (2010) 649--675 [hal-00359140 - version 1]

A unified approach to Mimetic Finite Difference, Hybrid Finite Volume and Mixed Finite Volume methods Droniou J., Eymard R., Gallouët T., Herbin R. Math. Models Methods Appl. Sci. 20, 2 (2010) 265--295 [hal-00346077 - version 1]

Discretisation of heterogeneous and anisotropic diffusion problems on general non-conforming meshes. SUSHI: a scheme using stabilisation and hybrid interfaces Eymard R., Gallouët T., Herbin R. IMA J Numer Anal 30, 4 (2010) 1009-1043 [hal-00203269 - version 5]

An unconditionnally stable pressure correction scheme for compressible barotropic Navier-Stokes equations Gallouët T., Gastaldo L., Latché J.-C., Herbin R. M2AN Math. Model. Numer. Anal. 44, 2 (2010) 251--287 [hal-00179610 - version 1]

Analysis of a fractional-step scheme for the P1 radiative diffusion model Herbin R., Gallouët T., Latché J.-C., Larcher A. [hal-00477086 - version 1] (28/04/2010)

Two-phase flows involving capillary barriers in heterogeneous porous media Cancès C., Gallouët T., Porretta A. Interfaces and free boundaries 11, 2 (2009) pp. 239-258 [hal-00464334 - version 1]

Cell centred discretisation of non linear elliptic problems on general multidimensional polyhedral grids Eymard R., Gallouët T., Herbin R. J. Numer. Math. 17, 3 (2009) 173--193 [hal-00351867 - version 1]

A convergent Finite Element-Finite Volume scheme for the compressible Stokes problem Part I -- the isothermal case Gallouët T., Herbin R., Latché J.-C. Mathematics of Computation 78, 267 (2009) 1333-1352 [hal-00198724 - version 2]

Hyperbolic relaxation models for granular flows Gallouët T., Helluy P., Hérard J.-M., Nussbaum J. [hal-00288620 - version 1] (17/06/2008)

Well Balanced schemesversus fractional step methods for hyperbolic systems with source terms Gallouet T., Herard J.-M., Hurisse O., Le Roux A.-Y. CALCOLO 43, 4 (2006) 217-251 [hal-00359011 - version 1]