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 MATHERIALS MATHematics for MatERIALS The purpose of the scientific activity of the MATHERIALS research team is to design efficient...
Project-team MATHRISK Mathematical Risk handling MATHRISK is a joint team between INRIA Paris, Ecole des Ponts ParisTech (CERMICS laboratory) and...
Project-team MIMOVE Middleware on the Move Given the prevalence of global networking and computing infrastructures, mobile networking...
Project-team NERV Systems neuroengineering to model and interface brain networks The NERV Lab is a multidisciplinary research team supported by the French institutions Inria, Inserm...
Project-team PETRUS PErsonal & TRUSted cloud We are witnessing an exponential accumulation of personal data on central servers: data...
Project-team PIXEL Structure geometrical shapes PIXEL is a research team in digital geometry processing. More specifically, we are interested in...
Project-team PLEIADE Patterns of diversity and networks of function The study of biology associates pattern recognition of diversity with modeling of functional and...
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 QINFO Optimal Information Processing with Quantum Devices Information-processing devices that can take advantages of the laws of quantum theory have an...
Project-team ROBOTLEARN Learning, perception and control for social robots The scientific ambition of ROBOTLEARN is to train robots to acquire the capacity to look, listen...
Project-team SAIRPICO Space-time imaging, artificial intelligence and computing for cellular and chemical biology
Project-team SCOOL Sequential decision making under uncertainty problem The scientific project of Scool is focussed on sequential decision making under uncertainty. In...
Project-team STAMP Safety Techniques based on Formalized Mathematical Proofs The STAMP project-team studies the formal verification of algorithms and mathematical results using...