Curriculum Vitae and Publications

Publications

Submitted

[9] Prognostic Value of 18-FDG PET/CT Biomarkers and Radiomic Features in Newly Diagnosed Multiple Myeloma, Raffy, Etchegaray, Hindie, Saut, Hulin, Schmitt, Mesguich.

[8] A 2D fluid-based model for individual cell crawling trajectories, Etchegaray, Meunier & Voituriez.

Articles

[7] A strategy for multimodal integration of transcriptomics, proteomics, and radiomics data for the prediction of recurrence in patients with IDH-mutant gliomas, Chouleur, Etchegaray, Villain, Lesur, Ferté, Rossi, Andrique, Simoncini, Giacobbi, Gambaretti, Lopci, Fernades, Dittmar, Bjerkvig, Hejblum, Thiébaut, Saut, Bello, Bikfalvi. International Journal of Cancer (2025). https://doi.org/10.1002/ijc.35441

[6] Deciphering circulating tumor cells binding in a microfluidic system thanks to a parameterized mathematical model, Ciavolella, Granet, Goetz, Osmani, Etchegaray, & Collin. Journal of Theoretical Biology, 112029(2024).

[5] Comparison of MRI-based response criteria and radiomics for the prediction of early response to transarterial radioembolization in patients with hepatocellular carcinoma, Aujay, Etchegaray, Blanc, Lapuyade, Papadopoulos, Pey, Bordenave, Trillaud, Saut, & Pinaquy, Diagnostic and interventional imaging, S2211-5684(22)00024- 9 (2022). https://doi.org/10.1016/j.diii.2022.01.009

[4] Survival criterion for a population subject to selection and mutations ; Application to temporally piecewise constant environments, Costa, Etchegaray, & Mirrahimi, Nonlinear Analysis : Real World Applications, 59 : 103239 (2021).

[3] A stochastic model for cell adhesion to the vascular wall, Etchegaray & Meunier, J. Math. Biol. 79, 1665–1697 (2019). https://doi.org/10.1007/s00285-019-01407-7

[2] Crawling Migration under Chemical Signalling: a Stochastic Model, Etchegaray & Meunier, Math Meth Appl Sci. 41:8799–8815 (2018).

[1] Analysis of a non-local and non-linear Fokker-Planck model for cell crawling migration, Etchegaray, Meunier & Voituriez, SIAM Journal on Applied Mathematics, 77(6), 2040-2065 (2017).

Proceedings

[4] Cell migration in complex environments : chemotaxis and topographical obstacles, Cucchi, Etchegaray, Meunier, Navoret & Sabbagh, ESAIM: ProcS, 67 (2020) 191-209 DOI: https://doi.org/10.1051/proc/202067012

[3] Numerical Solutions of a 2D Fluid Problem coupled to a Nonlinear Non-local Reaction-Advection-Diffusion problem for Cell Crawling Migration in a Discoidal domain, Etchegaray & Meunier, in R. Anguelov, M. Lachowicz (Editors), Mathematical Methods and Models in Biosciences, Biomath Forum, Sofia, 2018, pp. 122-139.

[2] A stochastic model for protrusion activity, Etchegaray & Meunier, in ESAIM: ProcS, 62 (2018) 56-67.

[1] An integro-differential equation for 1D cell migration, Etchegaray, Grec, Maury, Meunier & Navoret, Chapter in Integral Methods in Science and Engineering : Theoretical and Computational Advances, pages 195-207, Springer International Publishing, Cham, 2015.

Other/Unpublished works

-> Report from SEME 2017: Identification de véhicules grâce au numéro VIN, with Rémi Besson, Luca Ferrari and Samuel Nordmann, collaboration with the company Oscaro.

-> PhD thesis: Mathematical and numerical modelling of cell migration, supervised by Nicolas Meunier, Bertrand Maury and Alexis Gautreau.

Education and positions

  • 2019-Present : Junior researcher, Inria Bordeaux Sud-Ouest (BSO), Monc team.

  • 2018-2019 : Post-Doctoral researcher, Inria BSO, Monc team.

  • 2017-2018 : Post-Doctoral researcher, Mathematics Institute of Toulouse, Paul Sabatier University.

  • 2016-2017 : Teaching Assistant in Mathematics, Paris Descartes University.

  • 2013 - 2016 : PhD in Applied Mathematics: Mathematical and numerical modelling of cell migration
    Supervisors : Bertrand Maury (ENS ULM & LMO, Univ. Paris-Saclay), Alexis Gautreau (LBioc, Polytechnique) and Nicolas Meunier (MAP5, Univ. Paris Descartes) ;
    Reviewers : Clair Poignard (Inria Bordeaux Sud-Ouest), Viet Chi Tran (Univ. Lille 1) ;
    Defense jury : Alexis Gautreau, Bertrand Maury, Nicolas Meunier ; Clair Poignard, Viet Chi Tran ; Danielle Hilhorst (LMO, Univ. Paris-Saclay), Amandine Véber (CMAP, Polytechnique) (invited member).

  • 2012-2013 : Master’s degree, Mathematics for Life Sciences, Paris-Sud university ; FMJH scholarship.

  • 2010-2012 : Master’s degree, Mathematics, Bordeaux university.

  • 2007-2010 : Bachelor’s degree, Mathematics, Bordeaux university.

  • 2006-2007 : High school diploma, René Cassin High School, Bayonne.