The Stochastic Feynman-Hellmann Method

PoS(LATTICE2018)126 The Feynman-Hellmann method, as implemented by Bouchard et al. [1612.06963], was recently employed successfully to determine the nucleon axial charge. A limitation of the method was the restriction to a single operator and a single momentum during the computation of each "Fe...

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Hauptverfasser: Gambhir, Arjun Singh, Berkowitz, Evan, Brantley, David, Chang, Chia Cheng, Clark, M. A, Kurth, Thorsten, Monahan, Chris, Nicholson, Amy, Vranas, Pavlos, Walker-Loud, André
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Sprache:eng
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Zusammenfassung:PoS(LATTICE2018)126 The Feynman-Hellmann method, as implemented by Bouchard et al. [1612.06963], was recently employed successfully to determine the nucleon axial charge. A limitation of the method was the restriction to a single operator and a single momentum during the computation of each "Feynman- Hellmann" propagator. By using stochastic techniques to estimate the all-to-all propagator, we relax this constraint and demonstrate the successful implementation of this new method. We show reproduction of the axial charge on a test ensemble and non-zero momentum transfer points of the axial and vector form factors.
DOI:10.48550/arxiv.1905.03355