Publications

See also the Google scholar pageContact me if interested in one of the works below.

BOOK

[B0] V. Dolean, P. Jolivet, F.Nataf, ”An introduction to domain decomposition methods: theory and parallel implementation”, SIAM, Philadelphia, http://bookstore.siam.org/ot144/ , 2015.

NON-REFEREED PUBLICATION
[N0] V. Dolean, ”High-performance computing for the detection of strokes”, SIAM News, September issue, https://sinews.siam.org/Details-Page/high-performance-computing-for-the-detection-of-strokes-1 , 2016.

PUBLICATIONS IN PEER-REVIEWED JOURNALS

[J42] P.-H.Tournier, I. Aliferis, M. Bonazzoli, M. de Buhan, M. Darbas, V.Dolean, F. Hecht, P. Jolivet, I.El Kanfoud, C. Migliaccio, F. Nataf, Ch.Pichot, S.Semenov, ”Microwave tomographic imaging of cerebrovascular accidents by using high-performance computing”, Volume 85, Pages 88-97, Parallel Computing, https://doi.org/10.1016/j.parco.2019.02.004 , 2019.
[J41] M. Bonazzoli, V. Dolean, I.G. Graham, E. Spence, P.-H. Tournier, ”Domain decomposition preconditioning for the high-frequency time-harmonic Maxwell equations with absorption”, Mathematics of Computation, https://doi.org/10.1090/mcom/3447 , 2019.
[J40] X Claeys, V Dolean, M.J. Gander, ”An introduction to multi-trace formulations and associated domain decomposition solvers”, Volume 135, January 2019, Pages 69-86, Applied Numerical Mathematics, https://doi.org/10.1016/j.apnum.2018.07.006 , 2019.
[J39] Vanna Lisa Coli, Pierre-Henri Tournier, Victorita Dolean, Ibtissam El Kanfoud, Christian Pichot, Claire Migliaccio, Laure Blanc-Feraud, “Detection of Brain Strokes Using Microwave Tomography”, accepted for publication in IEEE Journal of Electromagnetics, RF, and Microwaves in Medicine and Biology, 2019.
[J38] X. Claeys, V. Dolean, M.J. Gander, “An introduction to multitrace formulations and associated domain decomposition solvers”, Vol. 135, pp. 69-86, App. Num. Math, 2019.
[J37] V. Dolean, M.J. Gander, E. Veneros,”Asymptotic Analysis of Optimized Schwarz Methods for Maxwell’s Equations with Discontinuous Coefficients”, ESAIM-Mathematical Modelling and Numerical Analysis, https://doi.org/10.1051/m2an/2018041 , Vol 52(6), pp. 2457 - 2477, 2018.
[J36] G. R. Barrenechea, M. Bosy, V. Dolean, F. Nataf, P.-H. Tournier, ”Hybrid discontinuous Galerkin dis- cretization and preconditioning for the Stokes problem with non-standard boundary conditions”,
https://doi.org/10.1515/cmam-2018-0005 , Comp Meth Appl Math, 2018.
[J35] G. R. Barrenechea, M. Bosy, V. Dolean, “Numerical assessment of two-level domain decomposition preconditioners for incompressible Stokes and elasticity equations”, Vol 49, pp. 41-63, ETNA (Electronic Transactions in Numerical Analysis), 2018.
[J34] M.Bonazzoli, V. Dolean, F.Hecht, F.Rapetti,“An example of explicit implementation strategy and preconditioning for the high order edge finite elements applied to the time-harmonic Maxwell’s equations”, Vol 75 (5), pp. 1498-1514, Comp. Math Appl., 2018.
[J33] P.-H. Tournier, M. Bonazzoli, V. Dolean, F. Rapetti, F. Hecht, F. Nataf, I. Aliferis, I. El Kanfoud, C. Migliaccio, M. de Buhan, M. Darbas, S. Semenov, C. Pichot, ”Numerical modelling and high speed parallel computing: new perspectives for brain strokes detection and monitoring”, IEEE Antennas and Propagation Magazine, Special issue on ”Electromagnetic Inverse Problems for Sensing and Imaging, Vol 59(5), pp 98-110, 2017.
[J32] M. Bonazzoli, V. Dolean, F. Rapetti, P.-H. Tournier, “Parallel preconditioners for high order discretiza- tions arising from full system modelling from brain microwave imaging”, International Journal of Numerical Modelling: Electronic Networks Devices and Fields, 2017.
[J31] V. Dolean, M. J. Gander, W. Kheriji, F. Kwok, R. Masson,”Nonlinear Preconditioning: How to Use a Nonlinear Schwarz Method to Precondition Newton’s Method”, SIAM J. Sci. Comput., 38(6), A3357- A3380, 2016.
[J30] L. Conen, V. Dolean, R. Krause, F. Nataf, “Addendum to “A coarse space for heterogeneous Helmholtz problems based on the Dirichlet to Neumann operator”, Journal of Computational and Applied Mathematics, vol 290, 670-674, 2015.
[J29] M. El Bouajaji, V. Dolean, M. J. Gander, S. Lanteri, R. Perrussel, “Discontinuous Galerkin discretizations of optimized Schwarz methods for solving the time-harmonic Maxwell’s equations”, Electronic Transactions in Numerical Analysis, vol 44, pp 572-592, 2015.
[J28] V. Dolean, M. Gander, S. Lanteri, J.-F. Lee, Z. Peng, “Effective Transmission Conditions for Do- main Decomposition Methods applied to the Time-Harmonic Curl-Curl Maxwell’s equations”, Journal of Computational Physics, Volume 280, 1 January 2015, Pages 232-247, 2015.
[J27] L. Conen, V. Dolean, R. Krause, F. Nataf, “A coarse space for heterogeneous Helmholtz problems based on the Dirichlet-to-Neumann operator”, Journal of Computational and Applied Mathematics, vol 271, 83-99, 2014.
[J26] N. Spillane, V. Dolean, P. Hauret, F. Nataf, C. Pechstein, R. Scheichl, “Abstract Robust Coarse Spaces for Systems of PDEs via Generalized Eigenproblems in the Overlaps”, Numerische Mathematik, Vol. 126, Issue 4, pp 741-770, 2014.
[J25] N. Spillane, V. Dolean, P. Jolivet, F. Nataf, H. Xiang, “Two-level domain decomposition methods for highly heterogeneous Darcy equations. Connections with multiscale methods”, Oil and Gas Science and Technology, Volume 69(4), pp. 731-752, https://doi.org/10.2516/ogst/2013206 , 2014.
[J24] N. Spillane, V. Dolean, P. Hauret, F. Nataf, D.J. Rixen, “Solving generalized eigenvalue problems on the interfaces to build a robust two-level FETI method”, C. R. Math. Acad. Sci. Paris, Vol 351, no. 5-6, pp. 197-201, 2013.
[J23] P. Jolivet, V. Dolean, F. Hecht, F. Nataf, C. Prud’homme, N. Spillane,”High performance domain decomposition methods on massively parallel architectures with FreeFEM++”, J. Numer. Math., Vol. 20, no. 3-4, pp. 287-302, 2012.
[J22] V. Dolean, F. Nataf, R. Scheichl, N. Spillane, “Analysis of a two-level Schwarz method with coarse spaces based on local Dirichlet–to–Neumann maps”, Comp. Meth. Appl. Math., Vol 12. No. 4, 2012.
[J21] V. Dolean, M. El Bouajaji, M. J. Gander, S. Lanteri, “Optimized Schwarz methods for the time- harmonic Maxwell equations with damping”, SIAM J. Sci. Comp., Vol. 34, No. 4, pp. 2048-2071, 2012.
[J20] N.Spillane, V. Dolean, P.Hauret, F.Nataf, C.Pechstein, R.Scheichl, ”An Algebraic Local Generalized Eigenvalue in the Overlapping Zone Based Coarse Space: A first introduction”, C. R. Mathematique, Vol 349(23-24),pp. 1255-1259, 2011.
[J19] F. Nataf, H. Xiang, V. Dolean, N. Spillane, “A coarse space construction based on local Dirichlet to Neumann maps”, SIAM J. Sci Comput., Vol. 33, No.4, pp. 1623-1642, 2011.
[J18] F. Nataf, H. Xiang, V. Dolean, “A two level domain decomposition preconditioner based on local Dirichlet-to-Neumann maps”, C. R. Mathe ́matique, Vol. 348, No. 21-22, pp. 1163-1167, 2010.
[J17] V. Dolean, H. Fahs, S. Lanteri, F. Rapetti, “Recent achievements on a DGTD method for time-domain electromagnetics”, IEEE Trans. on Magn., Vol. 46(8), pp. 3061-3064, 2010.
[J16] V. Dolean, H. Fahs, L. Fezoui, S. Lanteri, “Locally implicit discontinuous Galerkin method for time domain electromagnetics”, Journal of Computational Physics, Vol. 229(2), pp. 512-526, 2010.
[J15] A. Catella, V. Dolean, S. Lanteri, “An implicit discontinuous Galerkin time-domain method for two- dimensional electromagnetic wave propagation”, COMPEL, Vol. 29(3) 2010.
[J14] V. Dolean, L. Gerardo-Giorda, M. J. Gander, “Optimized Schwarz methods for Maxwell equations”, SIAM J. Sci. Comput., vol 31(3), pp. 2193-2213, 2009.
[J13] V. Dolean, G.Rapin, F.Nataf, ”Deriving a new domain decomposition method for the Stokes equations using Smith factorization”, Mathematics of Computation, vol 78, pp. 789-814, 2009.
[J12] V. Dolean, S. Lanteri, R. Perrussel, “Optimized Schwarz method for solving time-harmonic Maxwell equations discretized by discontinuous Galerkin methods”, IEEE Trans. on Magn., vol 44(6), 2008.
[J11] A. Catella, V. Dolean, S. Lanteri, “An inconditionnally stable discontinuous Galerkin method for solving 2D time-domain Maxwell equations on unstructured triangular meshes”, IEEE Trans. on Magn., vol 44(6), 2008.
[J10] V. Dolean, S.Lanteri, R.Perrussel, “A domain decomposition method for solving the three-dimensional time-harmonic Maxwell equations discretized by discontinuous Galerkin methods”, Journal of Computational Physics, vol. 227(3), pp. 2044-2072, 2008.
[J9] V. Dolean, H. Fol, S. Lanteri, R. Perrussel, “Solution of the time-harmonic Maxwell equations using discontinuous Galerkin methods”, Journal of Computational and Applied Mathematics, vol. 218(2), pp. 435-445, 2008.
[J8] V. Dolean, F. Nataf, “A new domain decomposition method for the compressible Euler equations”, ESAIM-M2AN (Mode ́lisation Mathematique et Analyse Numerique), vol. 40, No. 4, pp. 689-703, 2006.
[J7] V. Dolean, G. Rapin, F. Nataf, “New constructions of domain decomposition methods for systems of PDEs”, C.R. Acad. Sci. Paris, Ser. I 340, pp. 693-696, 2005.
[J6] V.Dolean, S.Lanteri, ”Parallel multigrid methods for the calculation of unsteady flows on unstructured grids: algorithmic aspects and parallel performances on clusters of PCs”, Parallel Computing, vol 30, pp. 503-525, 2004.
[J5] V. Dolean, S. Lanteri, F. Nataf, “Convergence analysis of a Schwarz type domain decomposition method for the solution of the Euler equations”, Appl. Num. Math., vol 49, pp. 153-186, 2004.
[J4] V. Dolean, S. Lanteri, F. Nataf, “Construction of interface conditions for solving the compressible Euler equations by non-overlapping domain decomposition methods”, Int. J. Num. Meth. Fluids, vol 40, pp. 1485-1492, 2002.
[J3] V. Dolean, S. Lanteri, F. Nataf, “Optimized interface conditions for domain decomposition methods in fluid dynamics”, Int. J. Numer. Meth. Fluids, vol 40, pp. 1539-1550, 2002.
[J2] V. Dolean, S. Lanteri, “A domain decomposition approach to finite volume solution of the Euler equations on unstructured triangular meshes”, Int. J. Numer. Meth. Fluids, vol 37-6, pp. 625-656, 2001.
[J1] V. Dolean, S. Lanteri, “A hybrid domain decomposition and multigrid method for the acceleration of compressible viscous flow calculations on unstructured triangular meshes”, Int. J. Comp. Fluid Dyn., vol 14, pp. 287-304, 2001.

PEER-REVIEWED CONFERENCE PROCEEDINGS

[C33] R. Brunet, V. Dolean, M.J. Gander, “Can classical Schwarz methods for time-harmonic elastic waves converge?”, accepted for publication in the Proceedings of the 26th International Conference on Domain Decomposition Method, arXiv:1810.13174, 2019.
[C32] G.R. Barrenechea, M. Bosy, V. Dolean, “Stabilised hybrid discontinuous Galerkin methods for the Stokes problem with non-standard boundary conditions”, accepted for publication in the Proceedings of ICOSAHOM 2018, arXiv:1810.12848, 2019.
[C31] M. Bonazzoli, V. Dolean, I.G. Graham, E.A. Spence, P.-H. Tournier, “Two-Level Preconditioners for the Helmholtz Equation”, Bjorstad P. et al. (eds) Domain Decomposition Methods in Science and Engi- neering XXIV. LNCSE, vol 125, pp 139-147, 2018.
[C30] M. Bonazzoli, V. Dolean, I.G.Graham, E.A.Spence, P.-H.Tournier, “A Two-Level Domain-Decomposition Preconditioner for the Time-Harmonic Maxwell’s Equations”, Bjorstad P. et al. (eds) Domain Decomposition Methods in Science and Engineering XXIV. LNCSE, vol 125, pp 149-157, 2018.
[C29] M. Bonazzoli, V. Dolean, R. Pasquetti, F. Rapetti, “Schwarz preconditioning for high order finite element discretizations of the time-harmonic Maxwell’s equations”, Domain Decomp. in Science and Engineering XXIII, LNCSE, vol 116, pp 117-124, 2017.
[C28] V. Dolean, M.J. Gander, E.Veneros, H.Zhang,”Optimized Schwarz methods for heterogeneous Helmholtz and Maxwell’s equations”, Domain Decomposition in Science and Engineering XXIII, LNCSE, vol 116, pp 145-152, 2017.
[C27] A. Ayala, X. Claeys, V. Dolean, M.J. Gander, “Closed Form Inverse of Local Multi-Trace Operators”, Domain Decomposition Methods in Science and Engineering XXIII, LNCSE, vol 116, pp. 107-115, 2017.
[C26] V. Dolean, M.J. Gander, “Multitrace formulations and Dirichlet-Neumann algorithms”, Domain De- composition in Science and Engineering XXII, LNCSE, vol 104, pp 147-155, 2016.
[C25] N. Spillane, V. Dolean, P. Hauret, F. Nataf, C. Pechstein, R. Scheichl, Achieving robustness through coarse space enrichment in the two-level Schwarz framework”, Domain Decomposition Methods in Science and Engineering XXI, Springer International Publishing, 447-455, 2014.
[C24] M. El Bouajaji, V. Dolean, M. J. Gander, S. Lanteri, R. Perrussel, “DG discretization of optimized Schwarz methods for Maxwells equations”, Domain Decomposition Methods in Science and Engineering XXI, Springer International Publishing, 217-225, 2014.
[C23] V. Dolean, M. J. Gander, E. Veneros, “Optimized Schwarz Methods for Maxwell Equations with Dis- continuous Coefficients”, Domain Decomposition Methods in Science and Engineering XXI, Springer International Publishing, 517-525, 2014.
[C22] V. Dolean, M. J. Gander, S. Lanteri, J.-F. Lee, Z. Peng, “Optimized Schwarz Methods for curl-curl time-harmonic Maxwells equations”, Domain Decomposition Methods in Science and Engineering XXI, Springer International Publishing, pp 587-595, 2013.
[C21] V. Dolean, W. Kheriji, R. Masson, A. Moncorg√©, “Nearwell local space and time refinement for two phase porous media flows”, MAMERN Proceedings 2013.
[C20] N. Spillane, V. Dolean, P. Hauret, F. Nataf, C. Pechstein, R. Scheichl, “Achieving robustness through coarse space enrichment in the two-level Schwarz framework”, accepted for publication in the Proceedings of 21th International Conference on Domain Decomposition Methods, 2013.
[C19] V. Dolean, M. J. Gander, S. Lanteri, J.-F. Lee, Z. Peng, “Optimized Schwarz Methods for curl-curl time-harmonic Maxwell’s equations”, accepted for publication in the Proceedings of 21th International Conference on Domain Decomposition Methods, 2013.
[C18] M. El Bouajaji, V. Dolean, M. J. Gander, S. Lanteri, R. Perrussel, “DG discretization of optimized Schwarz methods for Maxwell’s equations”, accepted for publication in the Proceedings of 21th International Conference on Domain Decomposition Methods, 2013.
[C17] V. Dolean, M. J. Gander, E. Veneros, “Optimized Schwarz Methods for Maxwell Equations with Dis- continuous Coefficients”, accepted for publication in the Proceedings of 21th International Conference on Domain Decomposition Methods, 2013.
[C16] T. Cluzeau, V. Dolean, F. Nataf, A. Quadrat, “Symbolic preconditioning techniques for linear systems of partial differential equations”, accepted for publication in the Proceedings of 20th International Conference on Domain Decomposition Methods, 2012.
[C15] M. El Bouajaji, V. Dolean, M. J. Gander, S. Lanteri, “Comparison of a one and two parameter family of transmission conditions for Maxwell’s equations with damping”, accepted for publication in the Proceedings of 20th International Conference on Domain Decomposition Methods, 2012.
[C14] N. Spillane, V. Dolean, F. Nataf, R. Scheichl, “A two-level Schwarz preconditioner for heterogeneous problems”, accepted for publication in the Proceedings of 20th International Conference on Domain Decomposition Methods, 2012.
[C13] V. Dolean, H. Fahs, L. Fezoui, S. Lanteri, “Hybrid explicit-implicit time integration for grid-induced stiffness in a DGTD method for time domain electromagnetics”, Spectral and High Order Methods for Partial Differential Equations, LNCSE, Springer Verlag, Vol. 76, pp. 163-170, 2011.
[C12] S.Descombes, V. Dolean, M.J.Gander,”Schwarz Waveform Relaxation Methods for Systems of Semi- Linear Reaction-Diffusion Equations”, Domain decomposition methods in science and engineering XIX, LNCSE, Springer Verlag, Vol. 78(3), 423-430, 2011.
[C11] V. Dolean, M.El Bouajaji, M.J.Gander, S.Lanteri, R.Perrussel, ”Domain Decomposition Methods for Electromagnetic Wave Propagation Problems in Heterogeneous Media and Complex Domains”, Domain decomposition methods in science and engineering XIX, LNCSE, Springer Verlag, Vol. 78(1), pp. 15-16, 2011.
[C10] V. Dolean, M. El Bouajaji, M. J. Gander, S. Lanteri, “Optimized Schwarz Methods for Maxwell’s Equations with Non-Zero Electric Conductivity”, Domain decomposition methods in science and engi- neering XIX, LNCSE, Springer Verlag, Vol. 78(2), pp. 269-276, 2011.
 [C9] V. Dolean, M. J. Gander, “Can the Discretization Modify the Performance of Schwarz Methods?”, Domain decomposition methods in science and engineering XIX, LNCSE, Springer Verlag, Vol. 78(2), pp. 117-124, 2011.
[C8] V. Dolean, F. Nataf, G. Rapin, “A domain decomposition preconditioner of Neumann-Neumann type for the Stokes equations”, Domain decomposition methods in science and engineering XVIII, LNCSE, Springer Verlag, Vol 70(2), pp. 161-168, 2009.
[C7] V. Dolean, R. Pasquetti, F. Rapetti, “p-Multigrid for Fekete spectral element method”, Domain decomposition methods in science and engineering XVII, LNCSE, Springer Verlag, 2008, Vol. 60(3), pp. 485-492.
[C6] V. Dolean, M. J. Gander, “Why Classical Schwarz Methods Applied to Hyperbolic Systems Can Converge Even Without Overlap”, Domain decomposition methods in science and engineering XVII, LNCSE, Springer Verlag, Vol. 60(3), pp. 267-475, 2008.
[C5] V. Dolean, F. Nataf, G. Rapin, “How to use the Smith Factorization for Domain Decomposition Methods app.lied to Stokes equations”, Domain decomposition methods in science and engineering XVII, LNCSE, Springer Verlag, Vol. 60(3), pp. 477-484, 2008.
[C4] V. Dolean, F. Nataf, “A New Domain Decomposition Method for the Compressible Euler Equations Using Smith Factorization”, Domain decomposition methods in science and engineering XVII, LNCSE, Springer Verlag, Vol. 60(2), pp. 331-338, 2008.
[C3] V. Dolean, F. Nataf, “Domain decomposition methods for the compressible Euler equations”, Analysis and Simulation of Fluid Dynamics, Advances in Mathematical Fluid Mechanics, pp. 69-88, 2007.
[C2] V. Dolean, F. Nataf, “An optimized domain decomposition method for the compressible Euler equa- tions”, Domain decomposition methods in science and engineering XVI, LNCSE, Springer-Verlag, pp. 173-180, 2006.
[C1] V. Dolean, S. Lanteri, F. Nataf, “Non-overlapping domain decomposition algorithms for the system of Euler equations”, Domain decomposition methods in science and engineering, pp. 453- 460, Theory Eng. Appli. Comput. methods, Internat. Center Numer. Methods Eng. (CIMNE), Barcelona, 2002.

NON-REFEREED CONFERENCE CONTRIBUTIONS

[NC7] V.L. Coli, P.-H. Tournier, V. Dolean, I. El Kanfoud, C. Pichot, C. Mialiaccio, L. Blanc-Feraud, “Detection of Brain Strokes Using Microwave Tomography”, IEEE International Symposium on Antennas and Propagation and USNC/URSI National Radio Science Meeting, pp. 223-224, 2018.
[NC6] C. Pichot, I.El Kanfoud, I.Aliferis, C.Migliaccio, V. Dolean, M.Bonazzoli, F. Rapetti, P.-H.Tournier, F, Nataf, S.Semenov, ”Microwave imaging of brain strokes: Numerical and experimental error modeling”, ICEAA 2017-International Conference on Electromagnetics in Advanced Applications, 2017.
[NC5] C. Pichot, I.El Kanfoud, I.Aliferis, C.Migliaccio, V. Dolean, M.Bonazzoli, F. Rapetti, P.-H.Tournier, F, Nataf, F. Hecht, S.Semenov, ”Microwave tomography for brain stroke imaging”, IEEE International Symposium on Antennas and Propagation and USNC/URSI National Radio Science Meeting, pp 29-30, 2017.
[NC4] C. Pichot, I.El Kanfoud, I.Aliferis, C.Migliaccio, V. Dolean, M.Bonazzoli, F. Rapetti, P.-H.Tournier, F, Nataf, S.Semenov, ”Investigation of measurement errors in microwave imaging system for brain stroke monitoring”, Progress In Electromagnetics Research Symposium (PIERS), pp 1-4, 2017.
[NC3] I.El Kanfoud, V. Dolean, C.Migliaccio, I.Aliferis, C.Pichot, P.-H.Tournier, S.Semenov, M.Bonazzoli, F. Rapetti, R. Pasquetti, M. de Buhan, M. Kray, M. Darbas, ”Whole microwave system modeling for brain imaging”, 2015 IEEE CAMA (International Conference on Antenna Measurements and Applications). Special Session ”Recent Advances in Electromagnetic Imaging”, 2015.
[NC2] I. El Kanfoud, V. Dolean, I. Aliferis, J. Lanteri, C. Pichot, C. Migliaccio, ”Implementation du cas d’etude du guide d’onde semi-infini sur le logiciel libre FreeFEM++ et comparaison avec HFSS”, XIXmes Journes Nationales Microondes 3-4-5 Juin, Bordeaux, 2015.
[NC1] M. Bonazzoli, E. Gaburro, V. Dolean, F. Rapetti, “High order edge finite element approximations for the time-harmonic Maxwell’s equations”, 2015 IEEE CAMA (International Conference on Antenna Measurements and Applications), Special Session “Numerical modelling in electromagnetism”, 2014.

UNPUBLISHED RESEARCH REPORTS

[P8] T.Cluzeau, V. Dolean, F.Nataf, A.Quadrat,”Symbolic methods for developing new domain decomposition algorithms”, INRIA Research Report 7953, http://hal.inria.fr/hal-00694468 , 2012.
[P7] V. Dolean, M. El Bouajaji, S. Lanteri, R. Perrussel, “Solution of the frequency domain Maxwell equations by a high order non-conforming discontinuous Galerkin method”, http://hal.archives-ouvertes.fr/hal-00412381/fr/ , 2009.
[P6] V. Dolean, S. Lanteri, R. Perrussel, ”Methodes de type Galerkin discontinu pour les equations de Maxwell en regime harmonique: flux numeriques et algorithmes multigrille”, INRIA Research Report 6805, http://hal.inria.fr/inria-00354510/fr/ , 2009.
[P5] V. Dolean, H. Fol, S. Lanteri, S. Piperno, ”Methodes de type Galerkin discontinu pour la resolution numerique des equations de Maxwell en regime frequentiel”, INRIA Research Report 5904,
http://hal.inria.fr/inria-00071362/fr/ , 2006.
[P4] V. Dolean, S. Lanteri, « Une methode volume fini implicite en maillages non-structures pour les equations de Maxwell 3D en domaine temporel », INRIA Research Report 5767, 2005.
[P3] V. Dolean, S. Lanteri, F. Nataf, “Convergence Analysis of a Schwarz Type Domain Decomposition Method for the Solution of the Euler Equations”, INRIA Research Report 3916, 2000.
[P2] V. Dolean, S. Lanteri, “A Non-Overlapping Domain Decomposition Method for Solving the Navier- Stokes Equations on Unstructured Triangular Meshes”, INRIA Research Report 3962, 2000.
[P1] V. Dolean, S. Lanteri, “A Domain Decomposition Approach to Finite Volume Solutions of the Euler Equations on Triangular Meshes”, INRIA Research Report 3751, 1999.