17-19 June 2026
Mexico/General timezone
Contribution
Lattice gauge fields under Gradient Flow
Speakers
- Mr. Jose Antonio GARCIA HERNANDEZ
Primary authors
- Mr. Jose Antonio GARCIA HERNANDEZ (Instituto de ciencias nucleares)
Files
Content
The computation of the topological charge $Q$ and its density $\rho_Q$, in field theories is often relevant. However, $\rho_Q$ is only well defined for smooth configurations of the fields. Unfortunately, it is difficult to obtain directly on the lattice. Most of the generated configurations are rough due to ultraviolet fluctuations. The Gradient Flow is a powerful method to smooth out field configurations in a control manner. We implemented the Gradient Flow in the Schwinger model, and the SU(3) lattice gauge theory. We measure the topological susceptibility by the so-called slab method by first smoothing out the field configurations.
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