Speaker
Prof.
Marc Wagner and Dr. Kurth Lennart
Описание
We explore the existence of inhomogeneous phases in the 2+1-dimensional Gross-Neveu model in the limit of infinitely many flavors using a continuum approach as well as lattice field theory. At finite value of the regulator (momentum cutoff, lattice spacing) we find inhomogeneous phases. These phases disappear, however, when removing the regulator, i.e. when sending the momentum cutoff to infinity or the lattice spacing to zero.
Primary authors
Dr
Michael Buballa
Mr
Lennart Kurth
Prof.
Marc Wagner
(Goethe University Frankfurt)
Mr
Marc Winstel
Prof.
Marc Wagner and Dr. Kurth Lennart
