Project-team HEKA Health data- and model- driven approaches for Knowledge Acquisition HeKA is a common project-team of Inria, Inserm and Université Paris Cité. HeKA is jointly affiliated...
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 KAIROS Multiform Logical Time for Formal Cyber-Physical System Design Kairos is working on how methods and tools to manage concurrency and time at different levels of...
Project-team MACBES Modelling And Control of Biological and Ecological Systems Macbes is one of the two project-teams following the Biocore project-team. Macbes is a common...
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 MATHERIALS MATHematics for MatERIALS The purpose of the scientific activity of the MATHERIALS research team is to design efficient...
Project-team MAVERICK Models and Algorithms for Visualization and Rendering Maverick is a research project-team dealing with image synthesis. We place ourselves at the end of...
Project-team MCTAO Mathematics for Control, Transport and Applications Our goal is to develop methods in geometric control theory for nonlinear systems, mostly finite...
Project-team MFX Matter from Graphics Our team focuses on challenges related to shape complexity in the context of Computer Graphics and...
Project-team MIND Models and Inference for Neuroimaging Data MIND is a joint Inria and CEA (NeuroSpin center) project-team whose overall scientific objective is...
Project-team MINGUS MultI-scale Numerical Geometric Schemes The research group MINGuS focuses on the mathematical and numerical analysis of partial differential...
Project-team MOCQUA Designing the Future of Computational Models The goal of the Mocqua team is to tackle challenges coming from the emergence of new or future...
Project-team OURAGAN Tools for resolutions in algebra, geometry and their applications OURAGAN focus on the transfer of computational algebraic methods to some related fields...
Project-team PACAP Pushing Architecture and Compilation for Application Performance In brief, the long-term goal of the PACAP project-team is about performance of computing systems...