Speaker
Jorge Luis Dasilva Golán
(Instituto de Física Teórica. Universidad Autónoma de Madrid.)
Description
We report on an ongoing study of the running coupling of SU(N) pure Yang-Mills theory in the twisted gradient flow scheme (TGF). The study exploits the idea that twisted boundary conditions reduce finite volume effects, leading to an effective size in the twisted plane that combines the number of colours and the torus period. We test this hypothesis by computing the TGF running coupling and the SU(N) Lambda parameter on asymmetric lattices of size $(N L)^2 × L^2$ for various gauge groups. Finite volume effects are monitored by analyzing the coupling in different planes and by comparing results at different number of colours.
Primary authors
Jorge Luis Dasilva Golán
(Instituto de Física Teórica. Universidad Autónoma de Madrid.)
Margarita Garcia-Perez
(Instituto de Fisica Teorica UAM-CSIC)
Alberto Ramos Martinez
(Univ. of Valencia and CSIC (ES))
