Hej hej! Welcome to my website.
I am a postdoc in the group of Prof. Kathlén Kohn at KTH Royal Institute of Technology in Stockholm. My research addresses the algebraic analysis of data and is supported by the WASP-funded NEST “3D Scene Perception, Embeddings and Neural Rendering”. I enjoy maths, music, sport, and art – in particular the combination of them.
Before, I was a postdoc in the nonlinear algebra group of Prof. Bernd Sturmfels at the Max Planck Institute for Mathematics in the Sciences in Leipzig. I obtained my PhD in 2019 under the supervision of Prof. Marco Hien and Prof. Maxim Smirnov at the University of Augsburg. You can find more information about me in my CV.
Besides maths, I appreciate excellent espresso and enjoy going on my racing bike or monocycle, playing the ukulele and singing, abstract painting, and discovering the wonderful surroundings and city of Stockholm.
News
- René Corbet provided a C++ implementation of our algorithm to compute the shift-dimension for interval persistence modules in the 2-parameter case.
- How do D-modules and nonlinear algebra help in the study of Feynman integrals? Check out our new preprint on Vector Spaces of Generalized Euler Integrals with Daniele Agostini, Claudia Fevola, and Simon Telen! You can also try the code provided in our Jupyter notebooks. Comments welcome!
- The first in-person meeting of AlToGeLiS took place as an all-day event with problem discussion and working sessions on June 17, 2022, at KTH in conjunction with the Conference on the Mathematics of Complex Data. Following the AIM workshop format of moderated discussion sessions, we ran four sessions on algebraic statistics (Carlos Améndola), applied algebraic geometry (Kathlén Kohn), combinatorics and geometry (Katharina Jochemko), and TDA (Martina Scolamiero).
- You ever wondered how to compute Bayesian Integrals on Toric Varieties? You can read about it in our article with Michael Borinksy, Bernd Sturmfels, and Simon Telen!
Supplementary material: software and my latest Geometrische Gemeinheit, which was inspired by a toric sector decomposition of the pentagon:
Last update: November 25, 2022
Anna-Laura Sattelberger 