Lattice QCD Determination of
arXiv:1912.08321 · doi:10.22323/1.317.0020
Abstract
The nucleon axial coupling, , is a fundamental property of protons and neutrons, dictating the strength with which the weak axial current of the Standard Model couples to nucleons, and hence, the lifetime of a free neutron. The prominence of in nuclear physics has made it a benchmark quantity with which to calibrate lattice QCD calculations of nucleon structure and more complex calculations of electroweak matrix elements in one and few nucleon systems. There were a number of significant challenges in determining , notably the notorious exponentially-bad signal-to-noise problem and the requirement for hundreds of thousands of stochastic samples, that rendered this goal more difficult to obtain than originally thought. I will describe the use of an unconventional computation method, coupled with "ludicrously'" fast GPU code, access to publicly available lattice QCD configurations from MILC and access to leadership computing that have allowed these challenges to be overcome resulting in a determination of with 1% precision and all sources of systematic uncertainty controlled. I will discuss the implications of these results for the convergence of Chiral Perturbation theory for nucleons, as well as prospects for further improvements to (sub-percent precision, for which we have preliminary results) which is part of a more comprehensive application of lattice QCD to nuclear physics. This is particularly exciting in light of the new CORAL supercomputers coming online, Sierra and Summit, for which our lattice QCD codes achieve a machine-to-machine speed up over Titan of an order of magnitude.
Plenary presentation at The 9th International workshop on Chiral Dynamics
References in corpus (2)
Cited by in corpus (15)
- FLAG Review 2021
- Standard Model renormalization of and its impact on new physics searches
- Precision Nucleon Charges and Form Factors Using 2+1-flavor Lattice QCD
- FLAG Review 2024
- The Present and Future of QCD
- Pion-induced radiative corrections to neutron beta-decay
- Octet baryon isovector charges from lattice QCD
- Dispersive formalism for the nuclear structure correction to the decay rate
- Radiative corrections to semileptonic beta decays: Progress and challenges
- The Standard Model theory of neutron beta decay
- Constraints on subleading interactions in beta decay Lagrangian
- Constraining beyond the Standard Model nucleon isovector charges
- Probing Dark Sectors with Neutron Stars
- Detailed analysis of excited state systematics in a lattice QCD calculation of
- On the sensitivity of the D parameter to new physics