activity
20072012
most citedFermionic boundary conditions and the finite temperature transition of QCD

34 citations · 162 across the 9 of their papers we have counts for

collaborators

9 papers

hep-lat2012★ 25 cited

Properties of canonical determinants and a test of fugacity expansion for finite density lattice QCD with Wilson fermions

Julia Danzer, Christof Gattringer

We analyze canonical determinants, i.e., grand canonical determinants projected to a fixed net quark number. The canonical determinants are the coefficients in a fugacity expansion…

hep-lat2010★ 6 cited

Center clusters and their percolation properties in lattice QCD

Julia Danzer, Christof Gattringer, Szabolcs Borsanyi +1

Properties of local Polyakov loops are studied in finite temperature lattice QCD and SU(3) lattice gauge theory. We evaluate local Polyakov loops, identify the closest center eleme…

hep-lat2009

Properties of canonical fermion determinants with a fixed quark number

Julia Danzer, Christof Gattringer, Ludovit Liptak

Using a dimensional reduction formula for the lattice fermion determinant we study canonical determinants on quenched SU(3) gauge configurations. The canonical determinants decribe…

hep-lat2009★ 17 cited

A study of the sign problem for lattice QCD with chemical potential

Julia Danzer, Christof Gattringer, Ludovit Liptak +1

We study the expectation value of the phase of the fermion determinant for Wilson lattice fermions with chemical potential. We use quenched SU(3) ensembles and implement a recently…

hep-lat2009★ 34 cited

Fermionic boundary conditions and the finite temperature transition of QCD

Erek Bilgici, Falk Bruckmann, Julia Danzer +4

Finite temperature lattice QCD is probed by varying the temporal boundary conditions of the fermions. We develop the emerging physical behavior in a study of the quenched case and…

hep-lat2009★ 17 cited

Canonical fermion determinants in lattice QCD - Numerical evaluation and properties

Erek Bilgici, Julia Danzer, Christof Gattringer +2

We analyze canonical fermion determinants, i.e., fermion determinants projected to a fixed quark number q. The canonical determinants are computed using a dimensional reduction for…