Project-team GRACE Geometry, arithmetic, algorithms, codes and encryption Algorithmic number theory, and the computational issues related to algebraic curves over various...
Project-team RANDOPT Randomized Optimization The RandOpt team at Inria's Saclay - Ile-de-France research center, joint team with the CMAP at...
Project-team SODA Computational and mathematical methods to understand health and society with data The soda team does research at the intersection between machine-learning, databases, and...
Job opportunities Post-Doctoral Research Visit F/M Solving Convex Optimization Problems in Nonlinear Predictive Control Based on Fast Quadratic Optimization Deadline to apply 30/06/2024
Job opportunities Post-Doctoral Research Visit F/M Model placement in inference delivery networks Deadline to apply 30/11/2024
Job opportunities PhD Position F/M Decentralized semantic data sharing with access control Deadline to apply 30/09/2024
Job opportunities PhD Position F/M Misinformation trajectories: detecting and tracing disinformation across heterogeneous data sources Deadline to apply 31/08/2024
Job opportunities PhD Position F/M Efficient Space and Garbage Collection for Functional Languages and Lambda Calculi Deadline to apply 30/09/2024
Project-team CELESTE mathematical statistics and learning Data science—a vast field that includes statistics, machine learning, signal processing, data...
Project-team DATASHAPE Understanding the shape of data DataShape is a research project in Topological Data Analysis ( TDA), a recent field whose aim is to...
Project-team OPIS OPtImization for large Scale biomedical data The objective of the OPIS project is to design advanced optimization methods for the analysis and...
Project-team TOCCATA Certified Programs, Certified Tools, Certified Floating-Point Computations Toccata is a research group of the INRIA Saclay-Île-de-France researchcenter, joint with the...
Job opportunities PhD Position F/M Interoperability of proof systems based on higher-order logic (F/M) 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