Maximilian Duell
|
|
Maximilian Duell
Zentrum Mathematik, M5
Technische Universität München
Boltzmannstrasse 3
85748 Garching
|
|
|
Research Interests
- Scattering Theory
- Mathematical foundations of Quantum Field Theory, especially functional-analytic and operator-algebraic aspects
- Integrable models of QFT and the wedge-local approach
- Scattering in presence of massless particles and infrared problems
- Quantitative results on nonlocality and anti-locality properties of PDOs (the "Reeh-Schlieder effect")
Teaching
- Algebraic Quantum Field Theory (TA, SS2017)
- Höhere Mathematik II für BGU (Head TA, SS2014)
- Partial Differential Equations (Head TA, WS2014/15)
- further Tutor positions in Analysis, Linear Algebra and Theoretical Physics
Publications
- Strengthened Reeh-Schlieder Property and Construction of Scattering States in Quantum Field Theories without Mass Gap, CMP 352 (2017), pp. 935–966 [arXiv:1603.07512]
- N-Particle Scattering in Relativistic Wedge-Local Quantum Field Theory [arXiv:1711.02569]
- Asymptotic Completeness in Massive Wedge-local Quantum Field Theory (2019, in preparation)
Conferences and Talks
Organized Conferences and Workshops
Talks (selection)
- Scattering in QFT without Mass Gaps and Strengthened Reeh-Schlieder Condition (40th LQP Workshop
"Foundations and Constructive Aspects of QFT", June 2017)
- Particle Interpretation of Wedge-Local Quantum Field Theories (39th LQP Workshop "Foundations and Constructive Aspects of QFT", January 2017)
- Scattering of atoms and non-locality of the vacuum in QED (Conference "Infrared Problems in QED and Quantum Gravity" , Perimeter Institute, Waterloo, December 2016)
- Multi-Particle Scattering in a Class of Wedge-Local Quantum Field Theories (Kolloquium GDK1493, Georg-August-Universität Göttingen, May 2016) (abstract )
- DPG-Frühjahrstagung Hamburg 2016 (contribution )
ma.tum.de