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Florent Dewez
Florent Dewez
Senior Data Scientist at DiagRAMS Technologies
Adresse e-mail validée de diagrams-technologies.com - Page d'accueil
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Lossless error estimates for the stationary phase method with applications to propagation features for the Schrödinger equation
F Ali Mehmeti, F Dewez
Mathematical Methods in the Applied Sciences 40 (3), 626-662, 2017
62017
Explicit error estimates for the stationary phase method I: The influence of amplitude singularities
FA Mehmeti, F Dewez
arXiv preprint arXiv:1412.5789, 2014
62014
Estimates of oscillatory integrals with stationary phase and singular amplitude: Applications to propagation features for dispersive equations
F Dewez
Mathematische Nachrichten 291 (5-6), 793-826, 2018
3*2018
Explicit error estimates for the stationary phase method II: Interaction of amplitude singularities with stationary points
FA Mehmeti, F Dewez
arXiv preprint arXiv:1412.5792, 2014
32014
From industry-wide parameters to aircraft-centric on-flight inference: improving aeronautics performance prediction with machine learning
F Dewez, B Guedj, V Vandewalle
Data-Centric Engineering 1, 2020
22020
Asymptotic estimates of oscillatory integrals with general phase and singular amplitude: Applications to dispersive equations
F Dewez
arXiv preprint arXiv:1507.00883, 2015
22015
An end-to-end data-driven optimisation framework for constrained trajectories
F Dewez, B Guedj, A Talpaert, V Vandewalle
Data-Centric Engineering 3, e6, 2022
12022
Stability of propagation features under time-asymptotic approximations for a class of dispersive equations
F Dewez
Journal of Mathematical Analysis and Applications 491 (1), 2020
12020
Decrypting the Hill Cipher via a Restricted Search over the Text-Space
F Dewez, V Montmirail
HistoCrypt 2019: Conference on Historical Cryptology 2019, 2019
12019
Time-asymptotic propagation of approximate solutions of Schr\" odinger equations with both potential and initial condition in Fourier-frequency bands
F Dewez
arXiv preprint arXiv:1707.09756, 2017
12017
Application de la méthode middleman à un problème acoustique direct
JF Abadie, F Dewez, C Picard
2017
Estimations sans pertes pour des méthodes asymptotiques et notion de propagation pour des équations dispersives
F Dewez
Lille 1, 2016
2016
Mathématice. Num. 54. Le Jeu du Lights Out. Une approche visuelle des mathématiques au travers d'un atelier.
V Montmirail, F Dewez, T Defourneau
Sésamath Erôme, 2017, 0
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