Research
Svanberg is a first-year PhD student in mathematics (mathematical physics) at the University of Oxford, supervised by Prof. Xenia de la Ossa.
Svanberg’s research interests include:
number theory and harmonic analysis (zeta- and L-functions, modular forms etc), group/ring theory (moonshine, sporadic groups, gauge and Galois theory etc), arithmetic/algebraic geometry (Calabi-Yau manifolds etc.),
quantum field theory, string theory, supersymmetry, astrophysics
theories beyond the standard model
Refereed publications
1. Svanberg, E.; Cui, C.; Latter, H. 2022 Wavelike nature of the vertical shear instability in global protoplanetary disks; Published in MNRAS
Other
Preprint (Bachelor thesis): Theories with higher-order time derivatives and the Ostrogradsky ghost
Educational
Part III Essay Introduction: Holographic CFT2: Modular Forms Applied to AdS3 Quantum Gravity*
*Please note that there might be a lot of typos in this, and no promise that everything is correct.