  In a recent work we studied the phase structure of the Gross-Neveu (GN) model
in $1+1$ dimensions at finite number of fermion flavors $N_\mathrm{f} = 2, 8,
16$, finite temperature and finite chemical potential using lattice field
theory. Most importantly, we found an inhomogeneous phase at low temperature
and large chemical potential, quite similar to the analytically solvable
$N_\mathrm{f} \rightarrow \infty$ limit. In the present work we continue our
lattice field theory investigation of the finite-$N_\mathrm{f}$ GN model by
studying the formation of baryons, their spatial distribution and their
relation to the chiral condensate. As a preparatory step we also discuss a
linear coupling of lattice fermions to the chemical potential.
