carl.jakob.moritz@univie.ac.at
Education
MSc in Physics
University of Vienna, Austria, 2022 - 2026 (expected)
Thesis: Michel parameters for muon decay in SMEFT and LEFT (ongoing)
Supervisor: Prof. Massimiliano Procura
BSc in Physics
University of Leipzig, Germany, 2015 - 2020
Thesis: Universal finite-size scaling function of non-conserved q-states Potts model
Supervisor: Prof. Wolfhard Janke
BA in Philosophy
University of Leipzig, Germany, 2018 - 2021
Hong Kong Baptist University, Hong Kong SAR, 2021 - 2022
Thesis: Hegel und das Differentialkalkül (Hegel on Calculus)
Supervisor: Prof. Sebastian Rödl
Research Interests
Master’s thesis: Michel parameters for muon decay in SMEFT and LEFT (ongoing)
- Analyzing influence of Standard Model Effective Field Theory (SMEFT) dimension six operators on Michel parameters of the electron spectrum in muon decay
- Consistent analysis of the complete set Low Energy Effective Field Theory (LEFT) operators relevant for muon decay
- Determining bounds for SMEFT dimension six operators from current experimental data on muon decay
Bachelor's thesis: Universal finite-size scaling function of non-conserved q-states Potts model
- Monte Carlo simulation of domain growth in non-conserved q-states Potts model after quench from homogenous phase to temperature below the critical point
- Presentation of a finite-size scaling function which is universal with respect to the \\q parameter of the Potts model
Bachelor's thesis: Hegel und das Differentialkalkül (Hegel on Calculus)
- Analyzing Hegel's concepts of differential calculus and mathematical infinity in the context of his dialectical development of logical categories in the Science of Logic
- Comparing Hegel's solution for the claimed inconsistencies of differential calculus at his time with Cauchy's innovations in calculus