  We explore Glauber Monte Carlo predictions for the planned ultra-relativistic
${}^{16}{\rm O}$+${}^{16}{\rm O}$ and p+${}^{16}{\rm O}$ collisions, as well as
for collisions of ${}^{16}{\rm O}$ on heavy targets. In particular, we present
specific collective flow measures which are approximately independent on the
hydrodynamic response of the system, such as the ratios of eccentricities
obtained from cumulants with different numbers of particles, or correlations of
ellipticity and triangularity described by the normalized symmetric cumulants.
We use the state-of-the-art correlated nuclear distributions for ${}^{16}{\rm
O}$ and compare the results to the uncorrelated case, finding moderate effects
for the most central collisions. We also consider the wounded quark model,
which turns out to yield similar results to the wounded nucleon model for the
considered measures. The purpose of our study is to prepare some ground for the
upcoming experimental proposals, as well as to provide input for possible more
detailed dynamical studies with hydrodynamics or transport codes.
