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hep-latSep 27, 2004
authors
  • F. Di Renzo
  • L. Scorzato
arXiv abstractPDF
paper

The n_f=2 residual mass in lattice HQET to alpha^3 order

arXiv:hep-lat/0409151

Abstract

We compute the so called residual mass in Lattice Heavy Quark Effective Theory to alpha^3 order in the n_f=2 (unquenched) case. The control of this additive mass renormalization is crucial for the determination of the heavy quark mass from lattice simulations. We discuss the impact on an unquenched determination of the b-quark mass.

arXiv commentLattice2004(heavy), 3 pages, 1 figure

References in corpus (11)

  • The three loop relation between the \bar {MS} and the pole quark masses
  • The static potential in QCD to two loops
  • Renormalization and Running of Quark Mass and Field in the Regularization Invariant and MS-bar Schemes at Three and Four Loops
  • Short Distance Mass of a Heavy Quark at Order α_s^3
  • QCD phenomenology of static sources and gluonic excitations at short distances
  • Non-perturbative Heavy Quark Effective Theory
  • Heavy quark masses in the continuum limit of quenched Lattice QCD
  • The three-loop beta function of SU(N) lattice gauge theories with Wilson fermions
  • Perturbative expansions from Monte Carlo simulations at weak coupling: Wilson loops and the static-quark self-energy
  • Renormalons and the Heavy Quark Effective Theory
  • The Mass of the b Quark from Lattice NRQCD
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