Elias Riedel Gårding
PhD student at Department of Mathematics; Academic staff
- Telephone:
- +46 18 471 33 18
- E-mail:
- elias.riedel_garding@math.uu.se
- Visiting address:
- Ångströmlaboratoriet, Lägerhyddsvägen 1
- Postal address:
- Box 480
751 06 UPPSALA
Download contact information for Elias Riedel Gårding at Department of Mathematics; Academic staff
PhD student at Department of Mathematics; Centre for Geometry and Physics
- Visiting address:
- Ångströmlaboratoriet, Lägerhyddsvägen 1
- Postal address:
- Box 480
751 06 UPPSALA
PhD student at Department of Mathematics; Geometry and Physics
- Telephone:
- +46 18 471 33 18
- E-mail:
- elias.riedel_garding@math.uu.se
- Visiting address:
- Ångströmlaboratoriet, Lägerhyddsvägen 1
- Postal address:
- Box 480
751 06 UPPSALA
- CV:
- Download CV
- ORCID:
- 0000-0003-4143-9207
Short presentation
PhD student in Quantum Field Theory and Geometry.
Supervisor: Michele Del Zotto.
See also my previous webpage at KTH.
Publications
Recent publications
Defect groups of class S theories from the Coulomb branch
Part of Journal of High Energy Physics (JHEP), 2025
- DOI for Defect groups of class S theories from the Coulomb branch
- Download full text (pdf) of Defect groups of class S theories from the Coulomb branch
The Higher Structure of Symmetries of Axion-Maxwell Theory
2024
Symmetries of 4d QFTs from 5d TQFTs
2024
Control Over Gaussian Channels With and Without Source-Channel Separation
Part of IEEE Transactions on Automatic Control, p. 3690-3705, 2019
Our Theory of Very Nearly Everything
Part of Plus Magazine, 2019
All publications
Articles in journal
Defect groups of class S theories from the Coulomb branch
Part of Journal of High Energy Physics (JHEP), 2025
- DOI for Defect groups of class S theories from the Coulomb branch
- Download full text (pdf) of Defect groups of class S theories from the Coulomb branch
Control Over Gaussian Channels With and Without Source-Channel Separation
Part of IEEE Transactions on Automatic Control, p. 3690-3705, 2019
Articles, review/survey
Our Theory of Very Nearly Everything
Part of Plus Magazine, 2019