| Author | Title | Year | Journal/Proceedings | Reftype | DOI/URL |
|---|---|---|---|---|---|
| Guelmame, B. and Vovelle, J. | Global dissipative martingale solutions to the variational wave equation with stochastic forcing | 2023 | unpublished | URL | |
| Leocata, M. and Vovelle, J. | Supremum estimates for parabolic stochastic partial differential equations | 2023 | unpublished | URL | |
| Leocata, M. and Vovelle, J. | Global solutions to quadratic systems of stochastic reaction-diffusion equations in space-dimension two | 2023 | unpublished | URL | |
| Briant, M., Debussche, A. and Vovelle, J. | The Boltzmann equation with an external force on the torus: incompressible Navier-Stokes-Fourier hydrodynamical limit | 2022 | Pure Appl. Anal. Vol. 4(4), pp. 597-628 |
article | DOI URL |
| Caillerie, N. and Vovelle, J. | Diffusion-approximation for a kinetic equation with perturbed velocity redistribution process | 2021 | Ann. Appl. Probab. Vol. 31(3), pp. 1299-1335 |
article | DOI URL |
| Debussche, A., Rosello, A. and Vovelle, J. | Diffusion-approximation for a kinetic spray-like system with random forcing | 2021 | Discrete Contin. Dyn. Syst. Ser. S Vol. 14(8), pp. 2751-2803 |
article | DOI URL |
| Debussche, A. and Vovelle, J. | Diffusion-approximation in stochastically forced kinetic equations | 2021 | Tunis. J. Math. Vol. 3(1), pp. 1-53 |
article | DOI URL |
| Dotti, S. and Vovelle, J. | Convergence of the finite volume method for scalar conservation laws with multiplicative noise: an approach by kinetic formulation | 2020 | Stoch. Partial Differ. Equ. Anal. Comput. Vol. 8(2), pp. 265-310 |
article | DOI URL |
| Berthelin, F. and Vovelle, J. | Stochastic isentropic Euler equations | 2019 | Ann. Sci. Éc. Norm. Supér. (4) Vol. 52(1), pp. 181-254 |
article | URL |
| De Moor, S., Rodrigues, L.M. and Vovelle, J. | Invariant measures for a stochastic Fokker-Planck equation | 2018 | Kinet. Relat. Models Vol. 11(2), pp. 357-395 |
article | URL |
| Dotti, S. and Vovelle, J. | Convergence of approximations to stochastic scalar conservation laws | 2018 | Arch. Ration. Mech. Anal. Vol. 230(2), pp. 539-591 |
article | URL |
| Fedrizzi, E., Flandoli, F., Priola, E. and Vovelle, J. | Regularity of stochastic kinetic equations | 2017 | Electron. J. Probab. Vol. 22, pp. Paper No. 48, 42 |
article | URL |
| Debussche, A., De Moor, S. and Vovelle, J. | Diffusion limit for the radiative transfer equation perturbed by a Markovian process | 2016 | Asymptot. Anal. Vol. 98(1-2), pp. 31-58 |
article | URL |
| Debussche, A., Hofmanová, M. and Vovelle, J. | Degenerate parabolic stochastic partial differential equations: quasilinear case | 2016 | Ann. Probab. Vol. 44(3), pp. 1916-1955 |
article | URL |
| Debussche, A., De Moor, S. and Vovelle, J. | Diffusion limit for the radiative transfer equation perturbed by a Wiener process | 2015 | Kinet. Relat. Models Vol. 8(3), pp. 467-492 |
article | URL |
| Debussche, A. and Vovelle, J. | Invariant measure of scalar first-order conservation laws with stochastic forcing | 2015 | Probab. Theory Related Fields Vol. 163(3-4), pp. 575-611 |
article | URL |
| Debussche, A. and Vovelle, J. | Scalar conservation laws with stochastic forcing (revised version) | 2013 | http://math.univ-lyon1.fr/ vovelle/DebusscheVovelleRevised.pdf | article | |
| Benzoni, S., Chupin, L., Jamet, D. and Vovelle, J. | On a phase field model for solid-liquid phase transitions | 2012 | Discrete Contin. Dyn. Syst. Vol. 32(6), pp. 1997-2025 |
article | URL |
| Debussche, A. and Vovelle, J. | Diffusion limit for a stochastic kinetic problem | 2012 | Commun. Pure Appl. Anal Vol. 11(6), pp. 2305-2326 |
article | |
| Pierre, M. and Vovelle, J. | A kinetic approach in nonlinear parabolic problems with Lsp 1-data | 2012 | Z. Anal. Anwend. Vol. 31(3), pp. 307-334 |
article | |
| Berthelin, F. and Vovelle, J. | A Bhatnagar-Gross-Krook approximation to scalar conservation laws with discontinuous flux | 2010 | Proc. Roy. Soc. Edinburgh Sect. A Vol. 140(5), pp. 953-972 |
article | URL |
| Debussche, A. and Vovelle, J. | Scalar conservation laws with stochastic forcing | 2010 | J. Funct. Anal. Vol. 259(4), pp. 1014-1042 |
article | |
| Mellet, A. and Vovelle, J. | Existence and regularity of extremal solutions for a mean-curvature equation | 2010 | J. Differential Equations Vol. 249(1), pp. 37-75 |
article | URL |
| Debussche, A. and Vovelle, J. | Long-time behavior in scalar conservation laws | 2009 | Differential Integral Equations Vol. 22(3-4), pp. 225-238 |
article | URL |
| Martin, S. and Vovelle, J. | Convergence of implicit finite volume methods for scalar conservation laws with discontinuous flux function | 2008 | M2AN Math. Model. Numer. Anal. Vol. 42(5), pp. 699-727 |
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| Alibaud, N., Droniou, J. and Vovelle, J. | Occurence and non-appearance of shocks in fractal Burgers equations | 2007 | JHDE Vol. 4(3), pp. 479-499 |
article | |
| Desvillettes, L., Fellner, K., Pierre, M. and Vovelle, J. | Global existence for quadratic systems of reaction-diffusion | 2007 | Adv. Nonlinear Stud. Vol. 7(3), pp. 491-511 |
article | |
| Martin, S. and Vovelle, J. | Large-time behaviour of the entropy solution of a scalar conservation law with boundary conditions | 2007 | Quart. Appl. Math. Vol. 65(3), pp. 425-450 |
article | |
| Merlet, B. and Vovelle, J. | Error estimate for the Finite Volume Scheme applied to the advection equation | 2007 | Num. Math. Vol. 106(1), pp. 129-155 |
article | URL |
| Bachmann, F. and Vovelle, J. | Existence and uniqueness of entropy solution of scalar conservation laws with a flux function involving discontinuous coefficients | 2006 | Comm. Partial Differential Equations Vol. 31(1-3), pp. 371-395 |
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| Ohlberger, M. and Vovelle, J. | Error estimate for the approximation of nonlinear conservation laws on bounded domains by the finite volume method | 2006 | Math. Comp. Vol. 75(253), pp. 113-150 (electronic) |
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| Droniou, J., Imbert, C. and Vovelle, J. | An error estimate for the parabolic approximation of multidimensional scalar conservation laws with boundary conditions | 2004 | Ann. Inst. H. Poincaré Anal. Non Linéaire Vol. 21(5), pp. 689-714 |
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| Imbert, C. and Vovelle, J. | A kinetic formulation for multidimensional scalar conservation laws with boundary conditions and applications | 2004 | SIAM J. Math. Anal. Vol. 36(1), pp. 214-232 (electronic) |
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| Droniou, J., Gallouet, T. and Vovelle, J. | Global solution and smoothing effect for a non-local regularization of a hyperbolic equation | 2003 | J. Evol. Equ. Vol. 3(3), pp. 499-521 |
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| Eymard, R., Gallouët, T. and Vovelle, J. | Limit boundary conditions for finite volume approximations of some physical problems | 2003 | J. Comput. Appl. Math. Vol. 161(2), pp. 349-369 |
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| Michel, A. and Vovelle, J. | Entropy formulation for parabolic degenerate equations with general Dirichlet boundary conditions and application to the convergence of FV methods | 2003 | SIAM J. Numer. Anal. Vol. 41(6), pp. 2262-2293 (electronic) |
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| Porretta, A. and Vovelle, J. | Lsp 1 solutions to first order hyperbolic equations in bounded domains | 2003 | Comm. Partial Differential Equations Vol. 28(1-2), pp. 381-408 |
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| Seguin, N. and Vovelle, J. | Analysis and approximation of a scalar conservation law with a flux function with discontinuous coefficients | 2003 | Math. Models Methods Appl. Sci. Vol. 13(2), pp. 221-257 |
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| Seguin, N. and Vovelle, J. | Analysis and approximation of a scalar conservation law with a flux function with discontinuous coefficients | 2002 | Finite volumes for complex applications, III (Porquerolles, 2002), pp. 415-422 (electronic) | incollection | |
| Vovelle, J. | Convergence of finite volume monotone schemes for scalar conservation laws on bounded domains | 2002 | Num. Math. Vol. 90(3), pp. 563-596 |
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