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20002008
most citedThe rooting issue for a lattice fermion formulation similar to staggered fermions but without taste mixing

19 citations · 46 across the 5 of their papers we have counts for

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hep-lat200819 cited

The rooting issue for a lattice fermion formulation similar to staggered fermions but without taste mixing

David H. Adams

To investigate the viability of the 4th root trick for the staggered fermion determinant in a simpler setting, we consider a two taste (flavor) lattice fermion formulation with no…

hep-lat200818 cited

Taste symmetry breaking with HYP-smeared staggered fermions

Taegil Bae, David H. Adams, Chulwoo Jung +5

We study the impact of hypercubic (HYP) smearing on the size of taste breaking for staggered fermions, comparing to unimproved and to asqtad-improved staggered fermions. As in prev…

hep-lat2007

Improvement of the pion spectrum with HYP-smeared staggered fermions

Taegil Bae, David Adams, Chulwoo Jung +5

We extend our previous study of taste-symmetry breaking using HYP-smeared staggered fermions in two ways. First, we improve the statistics of a comparison of unimproved and HYP-sme…

hep-lat20074 cited

Structure of logarithmically divergent one-loop lattice Feynman integrals

David H. Adams, Weonjong Lee

For logarithmically divergent one-loop lattice Feynman integrals I(p,a), subject to mild general conditions, we prove the following expected and crucial structural result: I(p,a) =…

hep-lat20075 cited

Renormalisation group evolution for the effective Hamiltonian with

David H. Adams, Weonjong Lee

We discuss the renormalisation group (RG) evolution for the operators in unquenched QCD with () or, more generally, ()…

hep-lat2000

Dirac operator index and topology of lattice gauge fields

David H. Adams

The fermionic topological charge of lattice gauge fields, given in terms of a spectral flow of the Hermitian Wilson--Dirac operator, or equivalently, as the index of Neuberger's la…