Absorbing discretisation effects with a massive renormalization scheme: the charm-quark mass
Absorbing discretisation effects with a massive renormalization scheme: the charm-quark mass
We present the first numerical implementation of the massive SMOM (mSMOM) renormalization scheme and use it to calculate the charm quark mass. Based on ensembles with three flavours of dynamical domain wall fermions with lattice spacings in the range 0.11 -- 0.08 fm, we demonstrate that the mass scale which defines the mSMOM scheme can be chosen such that the extrapolation has significantly smaller discretisation effects than the SMOM scheme. Converting our results to the MS scheme we obtain mc(3GeV)=1.008(13)GeV and mc(mc)=1.292(12)GeV.
hep-lat, hep-ph
Debbio, Luigi Del
ca9c62cd-33d4-460d-bc76-6afdd6cc1379
Erben, Felix
13c8d276-fdde-43ce-8ab0-c71cbe5e2875
Flynn, Jonathan M.
d8e90963-ba56-415c-bbd4-496b7d91d343
Mukherjee, Rajnandini
897dcff8-7939-4c68-9986-89aa4c0167b5
Tsang, J. Tobias
911f9070-f55f-4412-8bb9-57b3a926e803
Debbio, Luigi Del
ca9c62cd-33d4-460d-bc76-6afdd6cc1379
Erben, Felix
13c8d276-fdde-43ce-8ab0-c71cbe5e2875
Flynn, Jonathan M.
d8e90963-ba56-415c-bbd4-496b7d91d343
Mukherjee, Rajnandini
897dcff8-7939-4c68-9986-89aa4c0167b5
Tsang, J. Tobias
911f9070-f55f-4412-8bb9-57b3a926e803
[Unknown type: UNSPECIFIED]
Abstract
We present the first numerical implementation of the massive SMOM (mSMOM) renormalization scheme and use it to calculate the charm quark mass. Based on ensembles with three flavours of dynamical domain wall fermions with lattice spacings in the range 0.11 -- 0.08 fm, we demonstrate that the mass scale which defines the mSMOM scheme can be chosen such that the extrapolation has significantly smaller discretisation effects than the SMOM scheme. Converting our results to the MS scheme we obtain mc(3GeV)=1.008(13)GeV and mc(mc)=1.292(12)GeV.
Text
2407.18700v1
- Author's Original
More information
Accepted/In Press date: 26 July 2024
Additional Information:
14 pages, 10 figures, 10 tables
Keywords:
hep-lat, hep-ph
Identifiers
Local EPrints ID: 496312
URI: http://eprints.soton.ac.uk/id/eprint/496312
PURE UUID: 9b830608-5d70-4394-a000-18ad3597e442
Catalogue record
Date deposited: 11 Dec 2024 17:46
Last modified: 12 Dec 2024 03:00
Export record
Altmetrics
Contributors
Author:
Luigi Del Debbio
Author:
Felix Erben
Author:
J. Tobias Tsang
Download statistics
Downloads from ePrints over the past year. Other digital versions may also be available to download e.g. from the publisher's website.
View more statistics