Project-team ALPINES Algorithms and parallel tools for integrated numerical simulations ALPINES is a joint research group between INRIA and J.L. Lions Laboratory, Sorbonne University...
Project-team ARAMIS Algorithms, models and methods for images and signals of the human brain Our team is integrated within the Paris Brain Institute (ICM). It is a joint team with CNRS, Inserm...
Project-team CAGE Control and Geometry CAGE's activities take place in the field of mathematical control theory, with applications in three...
Project-team CASCADE Construction and Analysis of Systems for Confidentiality and Authenticity of Data and Entities Cryptography, or the "Science of Secret", aims at protecting digital data during communications, or...
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 MIMOVE Middleware on the Move Given the prevalence of global networking and computing infrastructures, mobile networking...
Project-team MUSCLEES Mathematical Understanding across Scales of Complex Living Ecosystems with Emerging Structures
Project-team WILLOW Embodied computer vision Our research is concerned with representational issues in visual object recognition and scene...
Project-team CAMBIUM Programming languages: type systems, concurrency, proofs of programs The research conducted in the Cambium group aims at improving the safety, reliability and security...
Project-team MATHRISK Mathematical Risk handling MATHRISK is a joint team between INRIA Paris, Ecole des Ponts ParisTech (CERMICS laboratory) and...
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 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 SERENA Simulation for the Environment: Reliable and Efficient Numerical Algorithms The project-team SERENA is concerned with numerical methods for environmental problems. The main...
Nastassia Pouradier Duteil. Life sciences Nastassia Pouradier Duteil, a passion for collective dynamics 31/05/2024