Project-team CHROMA Cooperative and Human-aware Robot Navigation in Dynamic Environments The Chroma team aims at designing general methods for mobile robots' perception and decision making...
Project-team CONVECS Construction of verified concurrent systems CONVECS is a research team working on the formal modeling and verification of asynchronous...
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 CRONOS Computational modelling of brain dynamical networks The estimation, quantification and comparison of brain dynamics is one of the central challenges of...
Project-team DANCE Dynamics and Control of Networks Our mission is to advance the field of Automatic Control to meet the challenges of today’s hyper...
Project-team DATAMOVE Data Aware Large Scale Computing Today’s largest supercomputers1 are composed of hundreds of thousands of cores, with performances...
Project-team DEFROST DEFormable Robotics SofTware Our Vision Future robots don’t need to be «rigid» but made of complex deformable structures...
Project-team DYOGENE Dynamics of Geometric Networks The scientific focus of DYOGENE is on geometric network dynamics arising in communications...
Project-team ERABLE European Research team in Algorithms and Biology, formaL and Experimental Cells are seen as the basic structural, functional and biological units of all living systems. They...
Project-team ERMINE Measuring and Managing Network operation and economics Networks are omnipresent and increasingly complex, and require an efficient management of their...
Project-team FAIRPLAY Coopetitive AI: Fairness, Privacy, Incentives Most of the current machine learning literature focuses on the case of a single agent (an algorithm)...
Project-team FUN self-organizing Future Ubiquitous Network The FUN research group investigates solutions to enhance programmability, adaptability 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...