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Abstract

Well-Posedness for a scalar conservation law with singular non-conservative source \Lambda

Citations

41 Polygonal approximations of solutions of the initial value problem for a conservation law - Dafermos - 1972
37 Convex conservation laws with discontinuous coefficients. Existence, uniqueness and asymptotic behavior - Klingenberg, Risebro - 1995
33 Global solution of the Cauchy problem for a class of 2 × 2 nonstrictly hyperbolic conservation laws - Temple - 1982
28 Equilibrium schemes for scalar conservation laws with stiff sources - Botchorishvili, Perthame, et al.
28 Systems of conservation laws with invariant submanifolds - Temple - 1983
24 Hyperbolic Systems of Conservation Laws - Bressan - 2000
18 Nonlinear resonance in systems of conservation laws - Isaacson, Temple - 1992
17 A well-balanced scheme using non-conservative products designed for hyperbolic systems of conservation laws with source terms - Gosse
15 Analysis and approximation of conservation laws with source terms - Greenberg, Leroux, et al. - 1997
14 Global BV entropy solutions and uniqueness for hyperbolic systems of balance laws - Amadori, Gosse, et al. - 2002
14 Nonlinear resonance for quasilinear hyperbolic equation - Liu - 1987
14 Solutions à variation bornée pour certains systèmes hyperboliques de lois de conservation - Serre - 1983
13 The semigroup generated by a Temple class system with large data - Baiti, Bressan - 1997
10 Localization effects and measure source terms in numerical schemes for balance laws - Gosse
9 The semigroup generated by a Temple class system with non-convex flux function, Diff. Integr. Equat - Bianchini
7 A general chain rule for derivatives and the change of variables formula for the Lebesgue integral - Serrin, Varberg - 1969
4 Well-posedness for a class of 2 \Theta 2 conservation laws with L1 data - Baiti, Jenssen - 1997
4 Well-posedness of scalar conservation laws with singular sources - Vasseur
2 Stability of L1 solutions of Temple class systems - Bressan, Goatin
1 L1 stability estimates for n\Theta n conservation - Bressan, Liu, et al. - 1999
1 de lois de conservation. I, Fondations. [Foundations], Diderot Editeur - Syst`emes - 1996
1 de lois de conservation. II, Fondations. [Foundations], Diderot Editeur - Syst`emes - 1996
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