Hej hej! Welcome to my website.
I enjoy maths, music, sport, and painting – in particular the combination of them. I am leading the research group Algebraic Analysis at the Max Planck Institute for Mathematics in the Sciences in Leipzig within the ERC synergy grant UNIVERSE+. My research addresses algebraic analysis and applied algebraic geometry.
Previously, I was a postdoc in the group of Kathlén Kohn at KTH Royal Institute of Technology in Stockholm, and of Bernd Sturmfels at MPI-MiS Leipzig. I obtained my PhD in 2019 under the supervision of Marco Hien and Maxim Smirnov at the University of Augsburg. You can find more information about me in my CV.
News
- How to represent integrable connections as cyclic D-modules explicitly? Find out how to conveniently do that with the help of Border Bases in the Rational Weyl Algebra (with Carlos Rodriguez).
- In July, I gave a lecture series on algebraic aspects of linear PDEs at Amplitools: mathematical methods for Particles Physics, Gravitation and Cosmology.
- How to write systems of linear PDEs in matrix form? Try our Macaulay2 package ConnectionMatrices.
- Read about algebraic varieties and D-modules in particle physics and cosmology in our preprint with Claudia Fevola: Algebraic and Positive Geometry of the Universe: from Particles to Galaxies.
Last update: October 28, 2025
Anna-Laura Sattelberger 