activity
20112014
most citedMonte Carlo simulation of the SU(3) spin model with chemical potential in a flux representation

59 citations · 199 across the 8 of their papers we have counts for

collaborators

9 papers

hep-lat2014

Overlap Quark Propagator in Coulomb Gauge QCD

Ydalia Delgado Mercado, Markus Pak, Mario Schröck

The chirally symmetric Overlap quark propagator is explored in Coulomb gauge. This gauge is well suited for studying the relation between confinement and chiral symmetry breaking,…

hep-lat2014

The Z3 model with the density of states method

Ydalia Delgado Mercado, Pascal Törek, Christof Gattringer

In this contribution we apply a new variant of the density of states method to the Z3 spin model at finite density. We use restricted expectation values evaluated with Monte Carlo…

hep-lat2014★ 2 cited

Taylor- and fugacity expansion for the effective Z(3) spin model of QCD at finite density

Eva Grünwald, Ydalia Delgado Mercado, Christof Gattringer

Series expansions in the chemical potential mu are studied for an effective theory of QCD which has a flux representation where the complex action is overcome. In particular we con…

hep-lat2013★ 2 cited

Solving the sign problem of two flavor scalar electrodynamics at finite chemical potential

Ydalia Delgado Mercado, Christof Gattringer, Alexander Schmidt

We explore two flavor scalar electrodynamics on the lattice, which has a complex phase problem at finite chemical potential. By rewriting the action in terms of dual variables this…

hep-lat2012★ 5 cited

Monte Carlo simulation of abelian gauge-Higgs lattice models using dual representation

Alexander Schmidt, Ydalia Delgado Mercado, Christof Gattringer

We study abelian gauge-Higgs models on the lattice and consider gauge groups Z(3) and U(1). For both cases the partition sums are mapped exactly to a dual representation where the…

hep-lat2012★ 47 cited

Surface worm algorithm for abelian Gauge-Higgs systems on the lattice

Ydalia Delgado, Christof Gattringer, Alexander Schmidt

The Prokof'ev Svistunov worm algorithm was originally developed for models with nearest neighbor interactions that in a high temperature expansion are mapped to systems of closed l…