  We investigate different formulations of the transmission coefficient $T_c$,
including the form implied by Moldauer's ``sum rule for resonance reactions''
[P.A. Moldauer, Phys. Rev. Lett. 19, 1047 (1967)], the SPRT method [G. Noguere,
et al. EPJ Web Conf. 146, 02036 (2017)] and the Moldauer-Simonius form [M.
Simonius, Phys. Lett. 52B, 279 (1974); P.A. Moldauer, Phys. Rev. 157, 907
(1967)]. Within these different formulations, we compute the neutron
transmission coefficients in the resolved and unresolved resonance regions,
allowing a direct comparison with the transmission coefficients computed using
an optical model potential. For nuclei for which there are no measured
resonances, these approaches allow one to predict the average neutron resonance
parameters directly from the optical model and level densities. Some of the
approaches are valid in both the strong and weak coupling limits (i.e., any
value of the average width and mean level spacing). Finally, both the
Moldauer-Simonius and Moldauer's Sum Rule forms approaches suggest that
superradiance, that is, the quantum chaotic enhancement of certain channels,
may be a common phenomena in nuclear collisions. Our results suggest why
superradiance has been previously overlooked. We apply our approach to neutron
reactions on the closed shell $^{90}$Zr nucleus and the mid-shell $^{197}$Au
nucleus.
