Project-team CORSE Compiler Optimization and Run-time SystEms CORSE is a joint research group in the LIG laboratory that regroups several expertise that stand at...
Project-team DEFROST DEFormable Robotics SofTware Our Vision Future robots don’t need to be «rigid» but made of complex deformable structures...
Project-team DIVERSE Diversity-centric Software Engineering Our main objective is to automatically compose and synthesize software diversity from design to...
Project-team ECUADOR Program transformations for scientific computing The ECUADOR team studies Algorithmic Differentiation (AD) of computer programs, which aims at...
Project-team ELAN modELing the Appearance of Nonlinear phenomena ELAN has the ambition to become a unique simulation team at Inria with an original positioning...
Project-team EMERAUDE EMbEdded pRogrammable AUDio systEms The Emeraude team combines the skills of: the Center of Innovation in Telecommunication and...
Project-team ERABLE European Research team in Algorithms and Biology, formaL and Experimental Cells are seen as the basic structural, functional and biological units of all living systems. They...
Project-team FUN self-organizing Future Ubiquitous Network The FUN research group investigates solutions to enhance programmability, adaptability and...
Project-team GEOMERIX Geometry-driven Numerics The Inria project-team GeomeriX is devoted to the development of predictive computational tools...
Project-team GRACE Geometry, arithmetic, algorithms, codes and encryption Algorithmic number theory, and the computational issues related to algebraic curves over various...
Job opportunities Development and application of a software platform for nanophotonics Deadline to apply 31/12/2024
Job opportunities PhD Position F/M Topology Design for Decentralized Federated Learning Deadline to apply 30/09/2024
Job opportunities Post-Doctoral Research Visit F/M Distributed Machine Learning at the Network Edge Deadline to apply 30/09/2024
Job opportunities PhD Position F/M Signal processing-based on the squared eigenfunctions of the Schrodinger operator. Application to EEG signals Deadline to apply 30/09/2026