Organisation: Faculty of Science, Technology and Medicine (FSTM)

  • Core Research Projects

    Active phenomena across scales in biological systems (ACTIVE)

    New perspectives on the multiscale organisation of life by developing new concepts of active matter across biological scales.

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  • Research Projects Pages

    ERA Chair in Mathematical Statistics and Data Science for the University of Luxembourg (ERA Chair SanDAL)

    Creating a high-level research group in statistics and data science, led by Prof. Yannick Baraud within the Department of Mathematics.

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  • Core Research Projects

    ERA Chair in Mathematical Statistics and Data Science for the University of Luxembourg (ERA Chair SanDAL)

    Creating a high-level research group in statistics and data science, led by Prof. Yannick Baraud within the Department of Mathematics.

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  • Research Projects Pages

    Statistical Methods For High Dimensional Diffusions (STAMFORD)

    The project STAMFORD focuses on the statistical analysis of high dimensional observations of diffusion models.

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  • Core Research Projects

    Statistical Methods For High Dimensional Diffusions (STAMFORD)

    The project STAMFORD focuses on the statistical analysis of high dimensional observations of diffusion models.

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  • Research Projects Pages

    Topics In High-dimensional Stochastic Analysis (HDSA)

    The aim of this project is to study new ways of quantifying and controlling the random fluctuations of large random systems.

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  • Core Research Projects

    Topics In High-dimensional Stochastic Analysis (HDSA)

    The aim of this project is to study new ways of quantifying and controlling the random fluctuations of large random systems.

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  • Research Projects Pages

    GPS – Geometry, probability and their synergies

    The GPS project is about the two fundamental disciplines of geometry and probability, and how these subjects interact.

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  • Core Research Projects

    Geometry, Probability and their Synergies (GPS)

    The GPS project is about the two fundamental disciplines of geometry and probability, and how these subjects interact.

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  • Research Projects Pages

    Convex Surfaces in Hyperbolic Geometry (CoSH)

    We intend to extend classical results on convex surfaces in the hyperbolic space to convex surfaces are infinite.

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