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Laurent Gosse
Laurent Gosse
IAC
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Title
Cited by
Cited by
Year
A well-balanced flux-vector splitting scheme designed for hyperbolic systems of conservation laws with source terms
L Gosse
Computers & Mathematics with Applications 39 (9-10), 135-159, 2000
2612000
A well-balanced scheme using non-conservative products designed for hyperbolic systems of conservation laws with source terms
L Gosse
Mathematical Models and Methods in Applied Sciences 11 (02), 339-365, 2001
2022001
Computing qualitatively correct approximations of balance laws
L Gosse
SIMAI Springer Series 2, 2013
1832013
An asymptotic-preserving well-balanced scheme for the hyperbolic heat equations
L Gosse, G Toscani
Comptes Rendus. Mathématique 334 (4), 337-342, 2002
1832002
Global BV entropy solutions and uniqueness for hyperbolic systems of balance laws
D Amadori, L Gosse, G Guerra
Archive for rational mechanics and analysis 162 (4), 327-366, 2002
942002
Numerical approximations of one-dimensional linear conservation equations with discontinuous coefficients
L Gosse, F James
Mathematics of Computation 69 (231), 987-1015, 2000
922000
Space localization and well-balanced schemes for discrete kinetic models in diffusive regimes
L Gosse, G Toscani
SIAM journal on numerical analysis 41 (2), 641-658, 2003
902003
Identification of asymptotic decay to self-similarity for one-dimensional filtration equations
L Gosse, G Toscani
SIAM Journal on Numerical Analysis 43 (6), 2590-2606, 2006
762006
Asymptotic-preserving & well-balanced schemes for radiative transfer and the Rosseland approximation
L Gosse, G Toscani
Numerische Mathematik 98, 223-250, 2004
752004
Two moment systems for computing multiphase semiclassical limits of the Schrödinger equation
L Gosse, S Jin, X Li
Mathematical Models and Methods in Applied Sciences 13 (12), 1689-1723, 2003
692003
Localization effects and measure source terms in numerical schemes for balance laws
L Gosse
Mathematics of computation 71 (238), 553-582, 2002
692002
A well-balanced scheme designed for inhomogeneous scalar conservation laws
L Gosse, AY Leroux
Comptes Rendus De L Academie Des Sciences Serie I-mathematique 323 (5), 543-546, 1996
671996
Un schéma-équilibre adapté aux lois de conservation scalaires non-homogènes
L Gosse, AY Leroux
CR Acad. Sci. Paris Sér. I Math 323 (5), 543-546, 1996
661996
Lagrangian numerical approximations to one-dimensional convolution-diffusion equations
L Gosse, G Toscani
SIAM Journal on Scientific Computing 28 (4), 1203-1227, 2006
582006
Using K-branch entropy solutions for multivalued geometric optics computations
L Gosse
Journal of Computational Physics 180 (1), 155-182, 2002
572002
Godunov-type approximation for a general resonant balance law with large data
D Amadori, L Gosse, G Guerra
Journal of Differential Equations 198 (2), 233-274, 2004
462004
Two a posteriori error estimates for one-dimensional scalar conservation laws
L Gosse, C Makridakis
SIAM journal on numerical analysis 38 (3), 964-988, 2000
422000
Multiphase semiclassical approximation of an electron in a one-dimensional crystalline lattice–III. From ab initio models to WKB for Schrödinger–Poisson
L Gosse, NJ Mauser
Journal of Computational Physics 211 (1), 326-346, 2006
392006
Asymptotic-preserving and well-balanced schemes for the 1D Cattaneo model of chemotaxis movement in both hyperbolic and diffusive regimes
L Gosse
Journal of Mathematical Analysis and Applications 388 (2), 964-983, 2012
362012
Multiphase semiclassical approximation of an electron in a one-dimensional crystalline lattice: I. homogeneous problems
L Gosse, PA Markowich
Journal of Computational Physics 197 (2), 387-417, 2004
362004
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