Scholar
Kathlén Kohn
Google Scholar ID: jk2kwWIAAAAJ
Associate Professor at KTH
Citations & Impact
Citations
516
H-index
13
i10-index
15
Publications
20
Co-authors
22
list available
Contact
No contact links provided.
Publications
Resume (English only)
Academic Achievements
- Wallenberg Prize (May 2025)
- Göran Gustafsson Prize for Young Researchers at UU/KTH (March 2025)
- Swedish Foundations' Starting Grant: Algebraic Vision (2025-2030)
- SIAM SIGEST award (2024): A Bridge between Invariant Theory and Maximum Likelihood Estimation
- Swedish L'Oréal-Unesco For Women in Science prize (March 2023)
- WASP funded NEST project: 3D Scene Perception, Embeddings and Neural Rendering (2022-2027)
Research Experience
- Associate Professor, KTH, Stockholm, Sweden (since December 2024)
- Docent, KTH, Stockholm, Sweden (since September 2021)
- WASP-AI/Math Assistant Professor, KTH, Stockholm, Sweden (since September 2019)
- Postdoc, University of Oslo, Norway (January - August 2019)
- Postdoc, ICERM, Brown University, USA (September 2018 - May 2019)
Education
- PhD: Mathematics, Technische Universität Berlin, Germany (August 2015 - August 2018)
- Advisors: Bernd Sturmfels and Peter Bürgisser
- Thesis: Isotropic and Coisotropic Subvarieties of Grassmannians
- Master: Computer Science, Paderborn University, Germany (April 2013 - July 2015)
- Degree: Master of Science (passed with distinction)
- Thesis: Number of Voronoi-relevant vectors in lattices with respect to arbitrary norms
- Advisor: Johannes Blömer
- Master: Mathematics, Paderborn University, Germany (April 2013 - July 2015)
- Master: Mathematics, Stockholm University & KTH Royal Institute of Technology, Sweden (September 2014 - January 2015)
- Bachelor: Mathematics, Paderborn University, Germany (October 2010 - March 2013)
- Degree: Bachelor of Science (passed with distinction)
- Thesis: Attributbasierte Verschlüsselung mittels Gittermethoden - Mathematische Grundlagen
- Bachelor: Computer Science, Paderborn University, Germany (October 2009 - March 2013)
- Thesis: Attributbasierte Verschlüsselung mittels Gittermethoden - Verfahren und Sicherheitsbeweise
Background
- Research interests include connections of algebraic geometry to discrete geometry, combinatorics, representation theory, statistics, machine learning, computer vision, and music.
