Exact results for two-color QCD at low and high density
arXiv:1101.0589
Abstract
We discuss a random matrix theory that was originally constructed to describe two-color QCD at low density in the phase with a nonzero chiral condensate. With a particular choice of a parameter, the same random matrix theory also describes the high-density phase of two-color QCD. In this phase a BCS superfluid of diquark pairs is formed, and the pattern of chiral symmetry breaking is very different from that at low density. Analytical results for the spectral density obtained from this random matrix theory allow for the extraction of the BCS gap from lattice data.
7 pages, 6 figures, talk given at Lattice 2010
References in corpus (9)
- Superconductivity by long-range color magnetic interaction in high-density quark matter
- Random Matrix Theory and Chiral Symmetry in QCD
- Numerical Study of Dense Adjoint Matter in Two Color QCD
- Two-colour QCD at non-zero quark-number density
- Effective Lagrangians and Chiral Random Matrix Theory
- Chiral random matrix theory for two-color QCD at high density
- Random matrix analysis of the QCD sign problem for general topology
- Random matrix theory of unquenched two-colour QCD with nonzero chemical potential
- Chiral Lagrangian and spectral sum rules for two-color QCD at high density