Research Interests
- Mathematical aspects of quantum field theory
- Algebraic quantum field theory
- Scattering theory
- Functional analysis
Publications
- Kruse, J.: Mourre theory and asymptotic observables in local relativistic quantum field theory. Commun. Math. Phys. 405, 236 (2024). doi:10.1007/s00220-024-05091-7
- Kruse, J.: Mourre theory and spectral analysis of energy-momentum operators in relativistic quantum field theory. Lett. Math. Phys. 114, 106 (2024). doi:10.1007/s11005-024-01859-z
Selected Talks
- Asymptotic Completeness in Quantum Scattering Theory (slides)
Mathematical aspects of quantum fields and related topics, Kyoto (Japan), November 25-27, 2024
- Mourre Theory and Asymptotic Observables in Local Relativistic Quantum Field Theory
48th Local Quantum Physics Workshop, Leipzig (Germany), June 5-8, 2024
Education
- 2021-2025: Adam Mickiewicz University, Poznań (Poland), PhD student
Thesis: Araki–Haag Detectors, Mourre Theory, and the Problem of Asymptotic Completeness in Algebraic Quantum Field Theory (to be defended,
archive of diploma theses)
Supervisor: Wojciech Dybalski
- 2019-2021: Ludwig Maximilian University of Munich (Germany), M.Sc. in Theoretical and Mathematical Physics
Thesis: The Nelson Model on Static Spacetimes, arXiv:2109.00230
Supervisor: Jonas Lampart
- 2016-2019: Paderborn University (Germany), B.Sc. in Physics
Thesis: Verallgemeinerung des Stone-von-Neumann-Theorems nach Mackey
Supervisor: Christian Fleischhack