Project-team SIMBA Statistical Inference and Modeling for Biological Applications SIMBA (Statistical Inference and Modeling for Biological Applications) is a joint Inria, Université...
Project-team TADAAM Topology-aware system-scale data management for high-performance computing The goal of the TADaaM project is to design and build a stateful system-wide service layer for HPC...
Project-team TITANE Geometric Modeling of 3D Environments Geometric modeling and processing revolve around three main end goals: a computerized shape...
Project-team MATHRISK Mathematical Risk handling MATHRISK is a joint team between INRIA Paris, Ecole des Ponts ParisTech (CERMICS laboratory) and...
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 MEMPHIS Modeling Enablers for Multi-PHysics and InteractionS We aim at a step change in numerical modeling in order to answer actual industrial needs. Our goal...
Project-team MERGE Mathematics for Evolution, Reproduction, Growth and Emergence MERGE gathers researchers all working in mathematics - more precisely stochastic processes, Partial...
Project-team MFX Matter from Graphics Our team focuses on challenges related to shape complexity in the context of Computer Graphics and...
Project-team MOEX Evolving Knowledge Human beings are apparently able to communicate knowledge. However, it is impossible for us to know...
Project-team MOKAPLAN Advances in Numerical Calculus of Variations The last two decades have witnessed a remarkable convergence between several sub-domains of the...
Project-team MONC Mathematical modeling for Oncology The MONC project-team aims at developing new mathematical models involving partial differential...
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 MOSAIC MOrphogenesis Simulation and Analysis In siliCo Our general aim in MOSAIC is to identify key principles of organism development in close...
Project-team MUSCLEES Mathematical Understanding across Scales of Complex Living Ecosystems with Emerging Structures