Avant 2015

  • J.-D. Benamou, F. Collino, S. Marmorat, Numerical Microlocal analysis of 2-D noisy harmonic plane and circular waves. Asymptotic Analysis 83, (2013), 157-187. DOI : 10.3233/ASY-121157
  • O. Bouillot, The algebra of multitangent functions J. Algebra 410 (2014), 148-238.
  • O. Bouillot, Mould calculus—on the secondary symmetries. C. R. Math. Acad. Sci. Paris 354.10 (2016), 965-970.
  • O. Bouillot, J. Ecalle, Invariants of identity-tangent diffeomorphisms expanded as series of multitangents and multizetas. Resurgence, physics and numbers. T. 20. CRM Series. Ed. Norm., Pisa, 2017, p. 109-232.
  • I. Burban, O. Schiffmann, The composition Hall algebra of a weighted projective line J. Reine Angew. Math. 679 (2013), 75-124.
  • Y. Chitour, G. Mazanti, M. Sigalotti, Persistently damped transport on a network of circles. Trans. Amer. Math. Soc. 369:6 (2017), 3841-3881. arXiv:1406.0731
  • M. Chamaillard, N. Chaulet, H. Haddar, Analysis of the factorization method for a general class of boundary conditions, J. Inverse Ill-Posed Probl. 22:5 (2014), 643–670.
  • O. Coulaud, Asymptotic profiles for the second grade fluids equations in R3. Dyn. Partial Differ. Equ. 11.2 (2014), 125-165.
  • P. Escrate, R. Hein, M. Durn, P. Ramaciotti, X-ray fluorescence spectroscopy for accurate copper estimation, Minerals Engineering, Volume 71, February 2015, p. 13-15
  • O. Klopp, J. Lafond, E. Moulines, and J. Salmon, Adaptative Multinomial Matrix Completion Electron. J. Stat. 9 (2015), no. 2, 2950-2975.
  • L. Lacouture, A numerical method to solve the Stokes problem with a punctual force in source term. Comptes Rendus Mécanique, 343 (2015) 187-191.
  • R. Moreira-Nunes, Squarefree numbers in arithmetic progressions, J. Number Theory 153, (2015), 1-36
  • R. Moreira-Nunes, On Bourgain's bound for short exponential sums and squarefree numbers. Acta Arith. 172 (2016), no. 2, 99-116.
  • T. S. Stefanakis, E. Contal, N. Vayatis, F. Dias, and C. E. Synolakis. Can small islands protect nearby coasts from tsunamis? An active experimental design approach. Proc. Royal Soc. A- 470 : 20140575, (2014).

 

2015-2016

  • J. Audiffren, E. Contal, Preprocessing the Nintendo Wii board signal to derive more accurate descriptors ofstatokinesigrams. Sensors, 16(8), (2016). DOI:10.3390/s16081208
  • R. Barrois-Müller, L. Oudre, T. Moreau, C. Truong, N. Vayatis, S. Buffat, A. Yelnik, C. de Waele, T. Grégory, S. Laporte, P.P. Vidal, D. Ricard. Quantify osteoarthritis gait at the doctor's office: a simple pelvis accelerometer based method independent from footwear and aging. Computer Methods in Biomechanics and Biomedical Engineering, 18(Sup1):1880-1881, 2015.
  • S. Bertoluzza, A. Decoene, L. Lacouture, S. Martin, Local error estimates of the finite element method for an elliptic problem with a Dirac right-hand side, Numer. Methods Partial Differential Equations 34 (2018), no. 1, 97–120.
  • J. Dalmau, The distribution of the quasispecies for the Wright-Fisher model on the sharp peak landscape. Stochastic Process. Appl. 125.1 (2015), 272-293.
  • F. De Vuyst, M. Béchereau, T. Gasc, R. Motte, M. Peybernes, R. Poncet, Stable and accurate interface capturing advection schemes arXiv:1605.07091
  • L. Lacouture, A numerical method to solve the Stokes problem with a punctual force in source term, Comptes Rendus Mécanique, 343 (3), 187-191 (2015).
  • L. Oudre , T. Moreau , C. Truong, R. Barrois-Müller , R. Dadashi , and T. Grégory.Détection de pas à partir de données d'accélérométrie. In Proceedings of the Groupe de Recherche et d'Etudes en Traitement du Signal et des Images (GRETSI), Lyon, France, 2015.
  • D. Sarkar, E. Contal, N. Vayatis, F. Dias, Prediction and optimization of wave energy converter arrays using a ma-chine learning approach. Renewable Energy 97:504–517, (2016). DOI: 10.1016/j.renene.2016.05.083
  • D. Sarkar, E. Contal, N. Vayatis, F. Dias, Prediction and optimization of wave energy converter arrays using a machine learning approach. Renewable Energy 97:504–517, (2016). DOI: 10.1016/j.renene.2016.05.083
  • J.-B. Schiratti, S. Allassonnière, A. Routier, O. Colliot, S. Durrleman, A mixed-effects model with time reparametrization for longitudinal univariate manifold-valued data, Information Processing in Medical Imaging (pp. 564-575). 2015. Lecture Notes In Computer Science (LNCS), Springer International Publishing.
  • J.-B. Schiratti, S. Allassonnière, A. Routier, O. Colliot, S. Durrleman, Mixed-effects model for the spatiotemporal analysis of longitudinal manifold-valued data, Proceedings of the Fifth International Workshop on Mathematical Foundations of Computational Anatomy- Geometrical and Statistical Methods for Modelling Biological Shape Variability. 2015.
  • J.-B. Schiratti, S. Allassonnière, A. Routier, O. Colliot, S. Durrleman, Learning spatiotemporal trajectories from manifold-valued longitudinal data. NIPS Neural Information Processing Systems. 2015.
  • C. Truong, L. Oudre , and N. Vayatis. Segmentation de signaux physiologiques par optimisation globale. In Proceedings of the Groupe de Recherche et d'Etudes en Traitement du Signal et des Images (GRETSI), Lyon, France, 2015.

 

2016-2017

  • T. Banakh and M. Fraczyk, The covering number of the difference sets in partitions of G-spaces and groups, European Journal of Mathematics (2015) 1: 762.
  • R. Barrois-Müller, T. Gregory, L . Oudre, T. Moreau, C. Truong, A. Pulini, A. Vienne, C. Labourdette, N. Vayatis, S. Buffat, A. Yelnik, C. de Waele, S. Laporte, P.-P. Vidal and D. Ricard, An Automated Recording Method in Clinical Consultation to Rate the Limp in Lower Limb Osteoarthritis, PloS one, 11(10):e0164975, 2016
  • J. Byszewski, M. Fraczyk and A. Szumowicz, "Simultaneous p-orderings and minimizing volumes in number fields", J. Number Theory, Volume 173 (2017) 478-511.
  • R. Cerf, J. Dalmau, The distribution of the quasispecies for a Moran model on the sharp peak landscape Stochastic Process. Appl. 126.6 (2016), 1681-1709.
  • P. Constantin, H. Q. Nguyen, Global weak solutions for SQG in bounded domains. Comm. Pure Appl. Math., (2017) doi: 10.1002/cpa.21720 (arXiv:1612.02489).
  • A. de Bouard, R. Fukuizumi, and R. Poncet, Vortex solutions in Bose-Einstein condensation under a trapping potential varying randomly in time, DCDS-B 20 (2015) 2793-2817.
  • T. de Poyferré, H. Q. Nguyen, Strichartz estimates and local existence for the gravity-capillary water waves with non-Lipschitz initial velocity. J. Differential Equations, 261(1) 396-438, (2016).
  • T. de Poyferre, H. Q. Nguyen, A paradifferential reduction for the gravity-capillary waves system at low regularity and applications. Bull. Soc. Math. France 145 (2017), no. 4, 643–710
  • C. Fiorini, Optimization of Running Strategies According to the Physiological Parameters for a Two-Runners Model. Bulletin of mathematical biology 79.1 (2017), 143-162.
  • C. Gérard, O. Oulghazi, M. Wrochna. Hadamard states for the Klein-Gordon equation on Lorentzian manifolds of bounded geometry. Comm. Math. Phys. 352.2 (2017), 519-583.
  • H. Q. Nguyen, A sharp Cauchy theory for 2D gravity-capillary water waves. arXiv:1601.07442, Ann. Inst. H. Poincaré Anal. Non Linéaire 34 (2017), no. 7, 1793–1836.
  • H. Q. Nguyen, A pseudo-local property of gravity water waves system. SIAM J. Math. Anal., 48(3) 1988-2027, 2016.
  • H. Q. Nguyen, Hadamard well-posedness of the gravity water waves system. J. Hyperbolic Differ. Equ, 13(4) 791-820, 2016.
  • J.-B. Schiratti, S. Allassonnière, O. Colliot et S. Durrleman. A Bayesian mixed-effects model to learn trajectories of changes from repeated manifoldvalued observations. J. Mach. Learn. Res. 18 (2017), Paper No. 133.

 

2017-2018

  • A. de Bouard, A. Debussche, R. Fukuizumi, and R. Poncet Fluctuations and temperature effects in Bose-Einstein condensartion, ESAIM Proceedings and Surveys, (2018) (to appear).
  • J.-B. Caillau, M. Cerf , A. Sassi, E. Trélat, H. Zidani, Solving chance constrained optimal control problems in aerospace via Kernel Density Estimation, Optimal Control, Applications and Methods, DOI : 10.1002/oca 2445, (2018)
  • J. Chevallier, S. Oudard et S. Allassonnière, Learning spatio- temporal piecewise-geodesic trajectories from longitudinal manifoldvalued data. In Neural Information Processing Systems (NIPS'17), no. 31, 2017.
  • J. Chevallier, S. Oudard et S. Allassonnière, A coherent framework for learning spatiotemporal piecewise-geodesic trajectories from longitudinal manifold-valued data. Preprint 2017, hal-01646298.
  • M. Chiapino, S. Clémençon, A. Sabourin and V. Feuillard, A Multivariate Extreme Value Theory Approach to Anomaly Clustering and Visualization. 2018. Submitted for publication to KDD 2018.
  • G. Ciolek, P. Potorski, Bootstraping Periodically Autoregressive Models ESAIM: Probability and Statistics vol. 21, pp. 394-411
  • P. El Kettani, D. Hilhorst, K. Lee, A stochastic mass conserved reaction-diffusion equation with nonlinear diffusion, soumis pour publication.
  • R. Ferretti, A. Sassi, H. Zidani, Error estimates for numerical approximation of Hamilton-Jacobi equations related to hybrid control systems. Applied Mathematics & Optimization, DOI : 10.1007/s00245-018-9515-8, (2018)
  • P. Humbert, J. Audiffren, C. Dubost, L. Oudre. Learning from an Expert in Anesthesia, NIPS Workshop on Machine Learning for Health. (2016)
  • G. Mazanti, Y. Tang, Stability analysis of coupled linear ODE-hyperbolic PDE systems with two time scales Automatica J. IFAC 85.3712881 (2017), 386-396.
  • Q.-H. Nguyen, A pseudo-local property of gravity water waves system. SIAM J. Math. Anal. 48.3 (2016), 1988-2027.
  • Q.-H. Nguyen, Hadamard well-posedness of the gravity water waves system. J. Hyperbolic Differ. Equ. 13.4 (2016), 791-820.
  • C. Truong, L. Oudre, and N. Vayatis. Penalty learning for changepoint detection. In Proceedings of the European Signal Processing Conference (EUSIPCO), Kos, Greece, 2017
  • L. Oudre, C. Truong, N. Vayatis, Ruptures: change point detection in Python. ArXiv e-prints arXiv:1801.00826, pages 15, 2018
  • L. Oudre, C. Truong, N. Vayatis, A review of change point detection. Preprint arXiv:1801.00718, pages 131, 2018
  • L. Oudre, C. Truong, N. Vayatis, Greedy kernel change point detection with an application to physiological signals. Submitted, pages 15, 2018
  • T. Roget. On the long time behavior of an age and trait structured population dynamics. Discrete and Continuous Dynamical Systems Series B (Accepted) (2018), arXiv:1711.07688v2.