Monopole Condensation in full QCD using the Schroedinger Functional

TL;DR

This paper investigates Abelian monopole condensation in full QCD with two flavors using lattice simulations and the Schrödinger functional approach, providing preliminary results on different lattice sizes.

Contribution

It introduces a lattice thermal partition functional method to study monopole condensation in full QCD with dynamical fermions.

Findings

Preliminary evidence of monopole condensation in full QCD.

Comparison of results on different lattice sizes.

Methodological advancement using the Schrödinger functional.

Abstract

We use a lattice thermal partition functional to study Abelian monopole condensation in full QCD with $N_f=2$ staggered fermions. We present preliminary results on $16^3\times4$ and $32^3\times4$ lattices.