Gross-Neveu model with Borici-Creutz fermion
arXiv:1409.7999 · doi:10.1103/PhysRevD.91.014507
Abstract
We investigate the chiral phase structure of the Gross-Neveu model on a 2-D lattice using the Borici-Creutz fermion action. We present a strong coupling analysis of the Gross-Neveu model and perform a hybrid Monte Carlo simulation of the model with Borici-Creutz fermions. Both analytic and lattice results show a second order chiral phase transition.
arXiv commentminor revisions, version to appear in Physical Review D
References in corpus (14)
- Four - Fermi Theories in Fewer Than Four Dimensions
- Quantum Critical Behaviour in a Graphene-like Model
- Four-dimensional graphene and chiral fermions
- Monte Carlo Simulation of the Semimetal-Insulator Phase Transition in Monolayer Graphene
- Creutz Fermions on an Orthogonal Lattice
- The Four-Fermi Model in Three Dimensions at Non-Zero Density and Temperature
- Broken Symmetries from Minimally Doubled Fermions
- Renormalization of minimally doubled fermions
- Aoki Phases in the Lattice Gross-Neveu Model with Flavored Mass terms
- Revisiting symmetries of lattice fermions via spin-flavor representation
- Phase structure for lattice fermions with flavored chemical potential terms
- Topological Aspects of Fermions on a Honeycomb Lattice
- Phase structure of monolayer graphene from effective U(1) gauge theory on honeycomb lattice
- Kramers Equation Algorithm with Kogut-Susskind Fermions on Lattice