Project-team EMPENN Neuroimaging: methods and applications Empenn ( means "Brain" in Breton language) ERL U1228 research team is jointly affiliated with Inria...
Project-team EPICURE Semantic analysis and compilation for secure execution environments The frequent announcements of yet another cybersecurity breach show that the security of the...
Project-team EPIONE E-Patient: Images, Data & MOdels for e-MediciNE Description Our long-term goal is to contribute to the development of what we call the e-patient...
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 EVERGREEN Earth obserVation and machine lEarning foR aGRo-Environmental challENges The EVERGREEN team actively works on the design and implementation of cutting-edge machine learning...
Project-team EVREF Reflective Evolution of Ever-running Software Systems The objectives of Evref are to study and support the continuous evolution of large software systems...
Project-team EX-SITU Extreme Situated Interaction ExSitu explores the limits of interaction — how extreme users interact with technology in extreme...
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 GALLINETTE Gallinette: developing a new generation of proof assistants The EPI Gallinette aims at developing a new generation of proof assistants, with the belief that...
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...
