Présentation
Le Laboratoire d'Informatique, de Modélisation et d'Optimisation des Systèmes (LIMOS) est une Unité Mixte de Recherche (UMR 6158) en informatique, et plus généralement en Sciences et Technologies de l'Information et de la Communication (STIC).
(lire la suite)Dernières Publications
Anthony Bertrand, Engelbert Mephu Nguifo, Violaine Antoine, David Hill - 2 avril 2026
A K-Means, Ward and DBSCAN Repeatability Study
Cloud Computing and Data Science
Fedi Oueslati, Ali Ben Abbes, Vincent Barra - 5 septembre 2026
Fourier-optimal loss for distortion and time in non-stationary time series forecasting
Information Sciences
Khaled Medini, Julien de Benedittis, Thorsten Wuest, Mihaela Juganaru - 15 juin 2026
Operationalising agile manufacturing in the digital transformation era: towards a process-oriented, empirically grounded roadmap
International Journal of Productivity and Performance Management
Florent Foucaud, Arti Pandey, Kaustav Paul - 15 août 2026
Characterizing optimal monitoring edge-geodetic sets for some structured graph classes
Discrete Applied Mathematics
Fabien Feschet, Jacques-Olivier Lachaud - 29 juin 2026
Controlled Peeling of Fully Convex Digital Sets and Thin Envelope
Journal of Mathematical Imaging and Vision
A K-Means, Ward and DBSCAN Repeatability Study
Cloud Computing and Data Science
Fedi Oueslati, Ali Ben Abbes, Vincent Barra - 5 septembre 2026
Fourier-optimal loss for distortion and time in non-stationary time series forecasting
Information Sciences
Khaled Medini, Julien de Benedittis, Thorsten Wuest, Mihaela Juganaru - 15 juin 2026
Operationalising agile manufacturing in the digital transformation era: towards a process-oriented, empirically grounded roadmap
International Journal of Productivity and Performance Management
Florent Foucaud, Arti Pandey, Kaustav Paul - 15 août 2026
Characterizing optimal monitoring edge-geodetic sets for some structured graph classes
Discrete Applied Mathematics
Fabien Feschet, Jacques-Olivier Lachaud - 29 juin 2026
Controlled Peeling of Fully Convex Digital Sets and Thin Envelope
Journal of Mathematical Imaging and Vision