Author:
LeFloch Philippe G.,Okutmustur Baver,Neves Wladimir
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,General Mathematics
Reference25 articles.
1. Ben-Artzi, M., LeFloch, P. G.: The well-posedness theory for geometry compatible hyperbolic conservation laws on manifolds. Ann. Inst. H. Poincaré: Nonlin. Anal., 24, 989–1008 (2007)
2. Amorim, P., Ben-Artzi, M., LeFloch, P. G.: Hyperbolic conservation laws on manifolds. Total variation estimates and the finite volume method. Meth. Appl. Anal., 12, 291–324 (2005)
3. Amorim, P., LeFloch, P. G., Okutmustur, B.: Finite volume schemes on Lorentzian manifolds. Comm. Math. Sci., 6, 1059–1086 (2008)
4. Ben-Artzi, M., Falcovitz J, LeFloch P. G.: Hyperbolic conservation laws on the sphere. A geometry-compatible finite volume scheme, preprint, 2008
5. LeFloch, P. G.: Hyperbolic conservation laws and spacetimes with limited regularity, Proc. 11th Inter. Confer. on “Hyper. Problems: theory, numerics, and applications”, ENS Lyon, July 17–21, 2006, S. Benzoni and D. Serre ed., Springer Verlag, pp. 679–686
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