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 GRAPHDECO GRAPHics and DEsign with hEterogeneous COntent Despite significant progress in Computer Graphics, HCI and Computer Vision, creating, manipulating...
Project-team I4S Statistical Inference for Structural Health Monitoring The overall objective of this project-team is the development of Structural Health Monitoring (SHM)...
Project-team IDEFIX Inversion of Differential Equations For Imaging and physiX The research activity of our team is dedicated to the design, analysis and implementation of...
Project-team INBIO Experimental and Computational Methods for Modeling Cellular Processes InBio is an interdisciplinary research group, combining wet and dry biology in the same lab. We...
Project-team KOPERNIC Keeping worst case reasoning for different criticalities A cyber-physical system (CPS) has cyber (or computational) components and physical components that...
Project-team M3DISIM Mathematical and Mechanical Modeling with Data Interaction in Simulations for Medicine M3DISIM (pronounced like "medicine" with a final "m") is a joint project-team with Ecole...
Project-team MAKUTU Experimental-based modeling and simulation of wave propagation to characterize geophysical and heliophysical media and to design complex objects Numerical geosciences encompass a large variety of scientific activities tackling societal...
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 MICROCOSME Analysis, engineering, and control of microorganisms MICROCOSME combines computational and experimental approaches for the analysis, engineering, and...
Project-team MIMETIC Analysis-Synthesis Approach for Virtual Human Simulation The MimeTIC research team focuses on designing methods for anlayzing human motion in ecological...
Project-team MINGUS MultI-scale Numerical Geometric Schemes The research group MINGuS focuses on the mathematical and numerical analysis of partial differential...
Project-team MONC Mathematical modeling for Oncology The MONC project-team aims at developing new mathematical models involving partial differential...
Project-team MUSCLEES Mathematical Understanding across Scales of Complex Living Ecosystems with Emerging Structures