Pauline Lafitte



Formation académique

Expérience professionnelle


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Participation à des réseaux de recherche



Types de publics

Responsabilités collectives

Responsabilités locales

Responsabilités régionales

Responsabilités nationales

Langages et langues


Langues étrangères


1. Dujardin, G.; Hérau, F.; Lafitte-Godillon, P. Coercivity, hypocoercivity, exponential time decay and simulations for discrete Fokker- Planck equations. Numerische Mathematik 2019, 144, 615–697.

2. Lafitte, P.; Melis, W.; Samaey, G. A High-Order Relaxation Method with Projective Integration for Solving Nonlinear Systems of Hyperbolic Conservation Laws. Journal of Computational Physics 2017, 340, 1–25.

3. Grisey, A.; Yon, S.; Pechoux, T.; Letort, V.; Lafitte, P. Numerical Study and Ex Vivo Assessment of Hifu Treatment Time Reduction Through Optimization of Focal Point Trajectory. AIP Conference Proceedings 2017, 1821.

4. Lafitte, P.; Lejon, A.; Samaey, G. A High-Order Asymptotic-Preserving Scheme for Kinetic Equations Using Projective Integration. SIAM Journal on Numerical Analysis 2016, 54, 1–33.

5. Dujardin, G.; Lafitte, P. Asymptotic Behaviour of Splitting Schemes Involving Time-Subcycling Techniques. IMA Journal of Numerical Analysis 2016, 36, 1804–1841.

6. Grisey, A.; Heidmann, M.; Letort, V.; Lafitte, P.; Yon, S. Influence of Skin and Subcutaneous Tissue on High-Intensity Focused Ultrasound Beam: Experimental Quantification and Numerical Modeling. Ultrasound in Medicine and Biology 2016, 42, 2457–2465.

7. Grisey, A.; Yon, S.; Letort, V.; Lafitte, P. Simulation of High-Intensity Focused Ultrasound Lesions in Presence of Boiling. Journal of Therapeutic Ultrasound 2016, 4, 1–14.

8. Lafitte, P.; Lejon, A.; Melis, W.; Roose, D.; Samaey, G. High-Order Asymptotic-Preserving Projective Integration Schemes for Kinetic Equations. Lecture Notes in Computational Science and Engineering 2015, 103, 387–395.

9. Goudon, T.; Lafitte, P. The Lovebirds Problem: Why Solve Hamilton-Jacobi-Bellman Equations Matters in Love Affairs. Acta Applicandae Mathematicae 2015, 136, 147–165.

10. Vecil, F.; Lafitte, P.; Linares, J.R. A Numerical Study of Attraction/Repulsion Collective Behavior Models: 3D Particle Analyses and 1D Kinetic Simulations. Physica D: Nonlinear Phenomena 2013, 260, 127–144.

11. Lafitte-Godillon, P.; Raschel, K.; Tran, V.C. Extinction Probabilities for a Distylous Plant Population Modeled by an Inhomogeneous Random Walk on the Positive Quadrant. SIAM Journal on Applied Mathematics 2013, 73, 700–722.

12. Coulombel, J.-F.; Goudon, T.; Lafitte, P.; Lin, C. Analysis of Large Amplitude Shock Profiles for Non-Equilibrium Radiative Hydrodynamics: Formation of Zeldovich Spikes. Shock Waves 2012, 22, 181–197.

13. Lafitte, P.; Samaey, G. Asymptotic-Preserving Projective Integration Schemes for Kinetic Equations in the Diffusion Limit. SIAM Journal on Scientific Computing 2012, 34.

14. Lafitte, P.; Mascia, C. Numerical Exploration of a Forwardbackward Diffusion Equation. Mathematical Models and Methods in Applied Sciences 2012, 22.

15. Blossey, R.; Bodart, J.-F.; Devys, A.; Goudon, T.; Lafitte, P. Signal Propagation of the Mapk Cascade in Xenopus Oocytes: Role of Bistability and Ultrasensitivity for a Mixed Problem. Journal of Mathematical Biology 2012, 64, 1–39.

16. Lafitte, P. Preface of the "Symposium on Asymptotic Preserving Schemes and Applications". AIP Conference Proceedings 2011, 1389.

17. Aguer, B.; Bièvre, S. de; Lafitte, P.; Parris, P.E. Classical Motion in Force Fields with Short Range Correlations. Journal of Statistical Physics 2010, 138, 780–814.

18. Devys, A.; Goudon, T.; Lafitte, P. A Model Describing the Growth and the Size Distribution of Multiple Metastatic Tumors. Discrete and Continuous Dynamical Systems - Series B 2009, 12, 731–767.

19. Coulombel, J.-F.; Lafitte, P. Computation of Shock Profiles in Radiative Hydrodynamics. Communications in Computational Physics 2009, 6, 1118–1136.

20. Lafitte, P.; Parris, P.E.; De Bièvre, S. Normal Transport Properties in a Metastable Stationary State for a Classical Particle Coupled to a Non-Ohmic Bath. Journal of Statistical Physics 2008, 132, 863–879.

21. Carrillo, J.A.; Goudon, T.; Lafitte, P.; Vecil, F. Numerical Schemes of Diffusion Asymptotics and Moment Closures for Kinetic Equations. Journal of Scientific Computing 2008, 36, 113–149.

22. Carrillo, J.-A.; Goudon, T.; Lafitte, P. Simulation of Fluid and Particles Flows: Asymptotic Preserving Schemes for Bubbling and Flowing Regimes. Journal of Computational Physics 2008, 227, 7929–7951.

23. Godillon-Lafitte, P.; Goudon, T. A Coupled Model for Radiative Transfer: Doppler Effects, Equilibrium, and Nonequilibrium Diffusion Asymptotics. Multiscale Modeling and Simulation 2005, 4, 1245–1279.

24. Godillon, P.; Lorin, E. A Lax Shock Profile Satisfying a Sufficient Condition of Spectral Instability. Journal of Mathematical Analysis and Applications 2003, 283, 12–24.

25. Godillon, P. Green’s Function Pointwise Estimates for the Modified Lax-Friedrichs Scheme. Mathematical Modelling and Numerical Analysis 2003, 37, 1–39.

26. Godillon, P. Linear Stability of Shock Profiles for Systems of Conservation Laws with Semi-Linear Relaxation. Physica D: Nonlinear Phenomena 2001, 148, 289–316.