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Peter Petreczky12/08/2024, 13:15
We report the first lattice QCD computation of pion and kaon electromagnetic form factors, $F_M(Q^2)$,
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at large momentum transfer up to 10 and 28 GeV2, respectively. The calculations are performed using HISQ
action on fine lattices with physical quark massesi and Breit frame [1].
We test the QCD collinear factorization framework utilizing our high- $Q^2$ form factors at... -
Qi Shi12/08/2024, 13:45
We report a lattice calculation of $x$-dependent valence pion generalized parton distributions (GPDs) at zero skewness with multiple values of the momentum transfer $-t$. The calculations are based on an $N_f=2+1$ gauge ensemble of highly improved staggered quarks with Wilson-Clover valence fermion. The lattice spacing is 0.04 fm, and the pion valence mass is tuned to be 300 MeV. We determine...
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Herve Dutrieux (William and Mary)12/08/2024, 14:10
I will present the recent lattice calculation of the unpolarized generalized form factors by the Hadtruc collaboration. We use the pseudo-distribution formalism with an extended kinematic domain in $(\xi, t)$. I will discuss the limitations and improvement perspectives of this study.
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Joshua Miller12/08/2024, 14:35
The $x$-dependence of GPDs is still relatively unknown, but recent developments from lattice QCD with a new approach (PRD 106 (2022) 11, 114512) produce promising results from matrix elements calculated from any kinematic frame. Traditionally, GPDs are calculated in the symmetric frame, where the momentum transfer is evenly split between the initial and final states. In this talk, we present...
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