Jorge Luis Dasilva Golán

collaborators

5 papers

hep-lat2026

The large- $N$ Yang--Mills $I^$ -parameter from step scaling

Claudio Bonanno, Jorge Luis Dasilva GolÃ¡n, Margarita GarcÃa PÃ©rez +1

We use the step-scaling method and results obtained at $N = 3, 5$ and $8$ to determine the $N$ -dependence of the dynamically generated scale $I^$ of $SU (N)$ Yang--Mills th…

hep-lat2026

Charmonium properties at high temperatures from lattice QCD

Rasmus Normann Larsen, Peter Petreczky, Jorge Luis Dasilva Golan +1

We study charmonium properties at non-zero temperature in the temperature range 153 MeV $< T <$ 305 MeV using lattice QCD. We use HISQ action for dynamical quarks and Wilson clover a…

hep-lat2026

Scale setting of SU( $N$ ) Yang--Mills theory, topology and large- $N$ volume independence

Claudio Bonanno, Jorge Luis Dasilva GolÃ¡n, Margarita GarcÃa PÃ©rez +2

We set the scale of SU( $N$ ) Yang--Mills theories for $N = 3, 5, 8$ and in the large- $N$ limit via gradient flow, as a first step towards the computation of the large- $N$ $I^$ -parameter…

hep-lat2025

Temperature Dependence of Heavy Quark Diffusion from (2+1)-flavor Lattice QCD

Dennis Bollweg, Jorge Luis Dasilva GolÃ¡n, Olaf Kaczmarek +7

We present a lattice determination of the heavy-quark diffusion coefficient in (2+1)-flavor QCD with almost physical quark masses. The momentum and spatial diffusion coefficients a…

hep-lat2025

Scale setting of $SU (N)$ Yang-Mills theories via Twisted Gradient Flow

Claudio Bonanno, Jorge Luis Dasilva GolÃ¡n, Massimo D'Elia +2

We present preliminary results for the scale setting of $SU (N)$ Yang-Mills theories using twisted boundary conditions and the gradient-flow scale $t_{0}$ . The end goa…

The large-N Yang--Mills I^-parameter from step scaling

Charmonium properties at high temperatures from lattice QCD

Scale setting of SU(N) Yang--Mills theory, topology and large-N volume independence

Temperature Dependence of Heavy Quark Diffusion from (2+1)-flavor Lattice QCD

Scale setting of SU(N) Yang-Mills theories via Twisted Gradient Flow

The large- $N$ Yang--Mills $I^$ -parameter from step scaling

Scale setting of SU( $N$ ) Yang--Mills theory, topology and large- $N$ volume independence

Scale setting of $SU (N)$ Yang-Mills theories via Twisted Gradient Flow