In this thesis the Feynman rules of the Brillouin action are derived. Furthermore stout smearing and the gradient flow of the Wilson gauge action are perturbatively expanded to order $g_0 3$. It is shown how to include perturbative stout smearing or the Wilson flow in the Feynman rules of a fermion action. These are then applied to the one-loop calculations of the fermion self energy and the clover improvement coefficient $c_{SW}$ for both Wilson and Brillouin fermions and with both Wilson and Lüscher-Weisz gauge background.
Titelaufnahme
Titelaufnahme
Zugriffsbeschränkung
Links
Dateien
Klassifikation
Zusammenfassung
Inhalt
Statistik
Lizenz-/Rechtehinweis
