$\text{QED}_\text{r}$: a finite-volume QED action with redistributed spatial zero-momentum modes
Matteo Di Carlo, Maxwell T. Hansen, Nils Hermansson-Truedsson, Antonin Portelli

TL;DR
This paper introduces a new finite-volume QED action, $ ext{QED}_ ext{r}$, designed to reduce finite-volume effects in lattice QCD+QED calculations, improving the accuracy of hadronic observable extrapolations.
Contribution
The paper proposes $ ext{QED}_ ext{r}$, a finite-volume QED action that removes leading finite-volume corrections, enhancing precision in lattice QCD+QED computations.
Findings
Reduces finite-volume corrections from O(1/L^3) to O(1/L^4)
Demonstrates improved extrapolation of hadron masses and decay rates
Provides methods to mitigate finite-volume effects in leptonic decays
Abstract
We present a finite-volume QED action designed to improve the infinite-volume extrapolation of hadronic observables in precision lattice QCD+QED calculations. The action proposed in this work, which we call , can be seen as a particular case of the infrared-improved QED actions introduced by Davoudi et al. in 2019, and is specifically designed to remove kinematics-independent finite-volume corrections that appear at in the commonly used formulation, where is the spatial extent of the physical volume. For a number of key observables, these effects depend on the internal structure of the hadrons and are difficult to evaluate non-perturbatively, making an analytical subtraction of the finite-volume effects impractical. We explicitly study the electromagnetic finite-size effects on hadron masses and…
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Taxonomy
TopicsOrbital Angular Momentum in Optics · Advanced Fiber Laser Technologies · Cold Atom Physics and Bose-Einstein Condensates
