Research laboratories

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The laboratories below are the main laboratories for applied mathematics in Grenoble. The examples show the kind of work available; they are not a list of current openings.

Laboratory Relevant areas for M1 AM Typical M1 topics
EMBL Grenoble Structural biology, bioinformatics, image analysis, modelling Bioinformatics and image-analysis projects
GIPSA-lab Signal and image processing, control, estimation, statistical learning Signal and image analysis, control and estimation projects
G-SCOP Operations research, scheduling, combinatorial optimisation, production systems Scheduling with dependent processing times; image-based monitoring of wire-arc additive manufacturing
IGE Climate, ocean, hydrology and cryosphere; numerical modelling, remote sensing, data analysis Environmental modelling and data-analysis projects
ILL Neutron science, data analysis, instrument simulation, scientific computing Data-analysis and simulation projects
Inria Grenoble teams (AIRSEA, Nano-D) Scientific computing, data assimilation, high-performance computing, optimisation, computational biology Air-sea and climate modelling; 3D shape matching and molecular shape analysis
Institut Néel Condensed-matter theory and simulation; data analysis for materials and quantum systems Materials modelling and data-analysis projects
ISTerre Geophysics, inverse problems, seismic imaging, signal processing, remote sensing Inverse-problem and imaging projects
LEGI Fluid mechanics, turbulence, computational fluid dynamics, environmental flows CFD and turbulence modelling projects
LIG Algorithms, discrete mathematics, graph and combinatorial optimisation, formal methods Algorithm design and graph problems, optimisation, verification
LJK Numerical analysis and PDEs, scientific computing, optimisation, statistics and machine learning, imaging, geometry, cryptography Random generation of quasi-separable matrices; numerical simulation of negative drag; 3D shape matching with high-order polynomials; design of experiments for ocean and climate scenarios; statistical modelling of apple flowering
TIMC Biostatistics, medical imaging, modelling of biological systems Formal decomposition of pluripotent Boolean networks; medical image and clinical data analysis
Verimag Verification, formal methods, embedded systems Formal verification and embedded-system projects

Many Inria teams are joint with LJK, so students often apply through both the university laboratory and the Inria team page. The Research in Grenoble page gives fuller descriptions of the main laboratories and their research groups.

Other research hosts in the archives include CEA Grenoble (IRIG/MEM) and ESRF. Recent projects covered non-linear optimisation for quantum many-body problems and machine learning for X-ray imaging of nanomaterials.

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