  In this work we derive explicit entropy bounds for two classes of closed
self-shrinkers: the class of embedded closed self-shrinkers recently
constructed in arXiv:2207.04851 using isoparametric foliations of spheres, and
the class of compact non-spherical immersed rotationally symmetric
self-shrinkers. These bounds generalize the entropy bounds found in
arXiv:2202.08641 on the space of complete embedded rotationally symmetric
self-shrinkers.
