Presentation
The Laboratory of Informatics, Modelling and Optimization of the Systems (LIMOS) is a Mixed Unit of Research (UMR 6158) in computing, and more generally in Sciences and Technologies of information and the Communication ( STIC).
(read more)Future conferences
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July 1, 2025 to July 3, 2025 - Clermont-Fd - MIP Euro 2025 |
Thesis defense
Chijia LIU - May 20, 2025, 10 a.m. - Amphi 3 - Pôle commun Models and algorithms for the management of new urban and rural mobility services |
last publications
Marius Huguet, Canan Pehlivan, François Ballereau, Antoine Dodane-Loyenet, Franck Fontanili, Thierry Garaix, Youri Yordanov, Vincent Augusto, Karim Tazarourte, Abdesslam Redjaline - March 11, 2025
Indoor positioning systems provide insight into emergency department systems enabling proposal of designs to improve workflow
Communications Medicine
Mourad Baïou, Francisco Barahona - May 1, 2025
An algorithm for packing hypertrees
Discrete Mathematics
Mourad Baïou, Francisco Barahona - May 1, 2025
An algorithm for packing hypertrees
Discrete Mathematics
Tapas Das, Florent Foucaud, Clara Marcille, P.D. Pavan, Sagnik Sen - March 21, 2025
Monitoring arc-geodetic sets of oriented graphs
Theoretical Computer Science
Minh Hieu Nguyen, Mourad Baïou, Viet Hung Nguyen - April 1, 2025
Generalized Nash Fairness Solutions for Bi-Objective Discrete Optimization: Theory and Algorithms
Discrete Applied Mathematics
Indoor positioning systems provide insight into emergency department systems enabling proposal of designs to improve workflow
Communications Medicine
Mourad Baïou, Francisco Barahona - May 1, 2025
An algorithm for packing hypertrees
Discrete Mathematics
Mourad Baïou, Francisco Barahona - May 1, 2025
An algorithm for packing hypertrees
Discrete Mathematics
Tapas Das, Florent Foucaud, Clara Marcille, P.D. Pavan, Sagnik Sen - March 21, 2025
Monitoring arc-geodetic sets of oriented graphs
Theoretical Computer Science
Minh Hieu Nguyen, Mourad Baïou, Viet Hung Nguyen - April 1, 2025
Generalized Nash Fairness Solutions for Bi-Objective Discrete Optimization: Theory and Algorithms
Discrete Applied Mathematics