  We consider the leading-order expression at weak-coupling for a single-site
large-N gauge theory coupled to adjoint fermions. We study the case of overlap
and wilson fermions. We extend the theory to real values of the number of
fermion flavors and restrict ourselves to asymptotically free theories. Using a
four-dimensional density function for the distribution of the eigenvalues of
the link variables, we show that it is possible to recover the infinite-volume
continuum limit for a certain range of fermion flavors if we use fermions with
a bare mass of zero. Our use of the four-dimensional density function is
supported by a direct analysis of the lattice action.
