Prof. Roman Zwicky

Position:
Personal Chair of Theoretical High Energy Physics
Research Theme:
Particle and Nuclear Physics
Research Group:
Particle Physics Theory
Institution:
Edinburgh
Email address:
roman.zwicky@ed.ac.uk
Telephone number:
+44 (0)131 650 5243
Address:
School of Physics and Astronomy, James Clerk Maxwell Building, Peter Guthrie Tait Road, Edinburgh, EH9 3FD, United Kingdom

Research interests

  • Strongly coupled gauge theories e.g. "conformal window"
  • Particle Physics Phenomenology (flavour physics)
  • Physics Beyond the Standard Model
  • Discrete (SU(3)) subgroups

Teaching

Symmetries of Quantum Mechanics

Research outputs

  1. A UV complete compositeness scenario DOI
    Luigi Del Debbio, Christoph Englert and Roman Zwicky, Journal of High Energy Physics, 2017, 8 (2017)
  2. On the Flow of $\Box R$ Weyl-Anomaly DOI
    Vladimir Prochazka and Roman Zwicky, Physical Review D, Particles and fields (2017)
  3. Bs to l+ l- gamma as a Test of Lepton Flavor Universality DOI
    Diego Guadagnoli, Meril Reboud and Roman Zwicky, Journal of High Energy Physics (2017)
  4. Flavour Anomalies in $b\to s\ell^+\ell^-$ Processes - a round table Discussion DOI
    Tom Blake, Marco Gersabeck, Lars Hofer, Sebastian Jäger, Zhaofeng Liu and Roman Zwicky, EPJ Web Conf. Volume (2017)
  5. On Finiteness of 2- and 3-point Functions and the Renormalisation Group DOI
    Vladimir Prochazka and Roman Zwicky, Physical Review D, Particles and fields (2017)
  6. Phenomenology of a composite Higgs model
    Luigi Del Debbio, Christoph Englert and Roman Zwicky, Proceedings of Science, Part F128557 (2017)
  7. ${\cal N}$ = $1$ Euler Anomaly from RG-dependent metric-Background DOI
    Vladimir Prochazka and Roman Zwicky, EPJ Web Conf. Volume (2016)
  8. A brief Introduction to Dispersion Relations and Analyticity
    Roman Zwicky, Journal of High Energy Physics (2016)
  9. $B\to V\ell^+\ell^-$ in the Standard Mode from Light-Cone Sum Rules
    Aoife Bharucha David M. Straub and Roman Zwicky, Journal of High Energy Physics (2016)
  10. Generalised helicity formalism, higher moments and the $B \to K_{J_K}(\to K π) \bar{\ell}_1 \ell_2$ angular distributions
    James Gratrex, Markus Hopfer and Roman Zwicky, Physical Review D, Particles and fields (2016)
Last updated: 19 Feb 2018 at 21:11