Project-team COATI Combinatorics, Optimization and Algorithms for Telecommunications COATI's main objective is to develop algorithmic methods and tools, with particular emphasis on the...
Project-team COSMIQ Code-based Cryptology, Symmetric Cryptology and Quantum Information The research work within the project-team is mostly devoted to the design and analysis of...
Project-team EMERAUDE EMbEdded pRogrammable AUDio systEms The Emeraude team combines the skills of: the Center of Innovation in Telecommunication and...
Project-team GAMBLE Geometric Algorithms & Models Beyond the Linear & Euclidean realm Classical computational geometry usually deals with linear objects in a Euclidean setting and when...
Project-team LACODAM Large scale Collaborative Data Mining The objective of the LACODAM team is to considerably facilitate the process of making sense from...
Project-team LIFEWARE Computational systems biology and optimization The project Lifeware aims at developing formal methods for understanding the cell machinery and...
Project-team MAGNET Machine Learning in Information Networks A primary objective of Magnet is in making artificial intelligence more acceptable to society by...
Project-team MALICE MAchine Learning with Integration of surfaCe Engineering knowledge: Theory and Algorithms The goal of the MALICE project-team is to combine interdisciplinary skills in statistical learning...
Project-team MARACAS Models and Algorithms for Reliable Communication Systems MARACAS combines communication theory and information theory with statistical signal processing...
Project-team MATHEXP Computer algebra, experimental mathematics, and interactions MATHEXP develops and implements symbolic and seminumerical computational methods to deal with...
Project-team MIMOVE Middleware on the Move Given the prevalence of global networking and computing infrastructures, mobile networking...
Project-team MNEMOSYNE Mnemonic Synergy At the frontier between integrative and computational neuroscience, we propose to model the brain as...
Project-team MOKAPLAN Advances in Numerical Calculus of Variations The last two decades have witnessed a remarkable convergence between several sub-domains of the...
Project-team MONC Mathematical modeling for Oncology The MONC project-team aims at developing new mathematical models involving partial differential...