Project-team DEFROST DEFormable Robotics SofTware Our Vision Future robots don’t need to be «rigid» but made of complex deformable structures...
Project-team ERMINE Measuring and Managing Network operation and economics Networks are omnipresent and increasingly complex, and require an efficient management of their...
Project-team EVERGREEN Earth obserVation and machine lEarning foR aGRo-Environmental challENges The EVERGREEN team actively works on the design and implementation of cutting-edge machine learning...
Project-team EX-SITU Extreme Situated Interaction ExSitu explores the limits of interaction — how extreme users interact with technology in extreme...
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 GEOMERIX Geometry-driven Numerics The Inria project-team GeomeriX is devoted to the development of predictive computational tools...
Project-team HEPHAISTOS HExapode, PHysiology, AssISTance and RobOtics The HÉPHAÏSTOS project-team was created on January 1st 2014. This project is composed of INRIA...
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 INOCS INtegrated Optimization with Complex Structure An optimization problem consists in finding a best solution from a set of feasible solutions. Such a...
Project-team LINKS Linking Dynamic Data The appearance of linked data on the web calls for novel database management technologies for linked...
Project-team MAASAI Models and Algorithms for Artificial Intelligence Maasai is a research project-team at Inria Sophia-Antipolis, working on the models and algorithms of...
Project-team MAGELLAN Reliable and Responsible Decentralized Computing Infrastructures The Magellan Inria/ IRISA project-team aims to enable the creation of efficient, robust, environment...
Project-team MATHEXP Computer algebra, experimental mathematics, and interactions MATHEXP develops and implements symbolic and seminumerical computational methods to deal with...
Project-team MCTAO Mathematics for Control, Transport and Applications Our goal is to develop methods in geometric control theory for nonlinear systems, mostly finite...