Project-team MICROCOSME Analysis, engineering, and control of microorganisms MICROCOSME combines computational and experimental approaches for the analysis, engineering, 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 MORPHEO Capture and Analysis of Shapes in Motion Morpheo's main objective is the ability to perceive and to interpret moving shapes using multiple...
Project-team MULTISPEECH Speech Modeling for Facilitating Oral-Based Communication MULTISPEECH is a joint research team between the Université of Lorraine, Inria, and CNRS. It is part...
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...
Project-team PARADYSE PARticles And DYnamical SystEms The Paradyse project-team is a joint project between Inria, CNRS and the Laboratoire Paul Painlevé...
Project-team PREMEDICAL Precision Medicine by Data Integration and Causal Learning The PreMeDICaL team ( Precision Medicine by Data Integration and Causal Learning) is a joint team...
Project-team PRIVATICS Privacy Models, Architectures and Tools for the Information Society Since its creation in 2014, the PRIVATICS project-team focusses on privacy protection in the digital...
Project-team QUANTIC QUANTum Information Circuits The activities of the QUANTIC team are defined at the theoretical and experimental border of the...
Project-team RANDOPT Randomized Optimization The RandOpt team at Inria's Saclay - Ile-de-France research center, joint team with the CMAP at...
Project-team SAIRPICO Space-time imaging, artificial intelligence and computing for cellular and chemical biology
Project-team SIMSMART SIMulating Stochastic Models with pARTicles Simsmart is a computational probability and statistics research team, dedicated to the study of...
Project-team STAMP Safety Techniques based on Formalized Mathematical Proofs The STAMP project-team studies the formal verification of algorithms and mathematical results using...