Project-team DISCO Dynamical Interconnected Systems: Control and Optimization The goal of the project is to better understand and well formalize the effects of complex...
Project-team ECUADOR Program transformations for scientific computing The ECUADOR team studies Algorithmic Differentiation (AD) of computer programs, which aims at...
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 FUN self-organizing Future Ubiquitous Network The FUN research group investigates solutions to enhance programmability, adaptability and...
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 GRACE Geometry, arithmetic, algorithms, codes and encryption Algorithmic number theory, and the computational issues related to algebraic curves over various...
Project-team HEKA Health data- and model- driven approaches for Knowledge Acquisition HeKA is a common project-team of Inria, Inserm and Université Paris Cité. HeKA is jointly affiliated...
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 LIFEWARE Computational systems biology and optimization The project Lifeware aims at developing formal methods for understanding the cell machinery and...
Project-team LINKS Linking Dynamic Data The appearance of linked data on the web calls for novel database management technologies for linked...
Project-team MIND Models and Inference for Neuroimaging Data MIND is a joint Inria and CEA (NeuroSpin center) project-team whose overall scientific objective is...
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 MORPHEME Morphologie et Images The scientific objectives of MORPHEME are to characterize and model the development and the...