  We continue the study of AdS loop amplitudes in the spectral representation
and in position space. We compute the finite coupling 4-point function in
position space for the large-$N$ conformal Gross Neveu model on $AdS_3$. The
resummation of loop bubble diagrams gives a result proportional to a tree-level
contact diagram. We show that certain families of fermionic Witten diagrams can
be easily computed from their companion scalar diagrams. Thus, many of the
results and identities of [1] are extended to the case of external fermions. We
derive a spectral representation for ladder diagrams in AdS. Finally, we
compute various bulk 2-point correlators, extending the results of [1].
