Resumen:
We continue to explore the relationship between globular cluster total number,
$N_{\rm GC}$, and central black hole mass, $M_\bullet$, in spiral galaxies. We
present here results for the Sab galaxies NGC\,3368, NGC\,4736 (M\,94) and
NGC\,4826 (M\,64), and the Sm galaxy NGC\,4395. The globular cluster (GC)
candidate selection is based on the (u* - i') versus (i' - Ks)
color-color diagram, and i'-band shape parameters. We determine the
$M_\bullet$ versus $N_{\rm GC}$ correlation for these spirals, plus NGC\,4258,
NGC\,253, M\,104, M\,81, M\,31, and the Milky Way (i.e., we have doubled the
previously existing sample of spirals with both $M_\bullet$ and $N_{\rm GC}$
measurements). We also redetermine the correlation for the elliptical sample in
Harris et al. (2014), with updated galaxy types from Sahu et al. (2019). Additionally,
we derive total stellar galaxy mass, $M_\ast$, from its two-slope correlation with
$N_{\rm GC}$ (Hudson et al. 2014), and fit $M_\bullet$ versus $M_\ast$ for both
spirals and ellipticals. We obtain log$M_\bullet \propto$ (1.01 $\pm$ 0.13) log $N_{\rm GC}$
for ellipticals, and log $M_\bullet \propto$ (1.64 $\pm$ 0.24) log $N_{\rm GC}$ for
late type galaxies (LTG). The linear $M_\bullet$ versus $N_{\rm GC}$ correlation in
ellipticals could be due to statistical convergence through mergers, but not the much
steeper correlation for LTG. However, in the $M_\bullet$ versus total stellar
mass ($M_\ast$) parameter space, {\it with $M_\ast$ derived from its
correlation with $N_{\rm GC}$}, log $M_\bullet \propto$ (1.48 $\pm$ 0.18) log
$M_\ast$ for ellipticals, and log $M_\bullet \propto$ (1.21 $\pm$ 0.16) log
$M_\ast$ for LTG. The observed agreement between ellipticals and LTG in this
parameter space may imply that black holes and galaxies co-evolve through
``calm” accretion, AGN feedback, and other secular processes.