  Bosonization dualities relate two different Chern-Simons-matter theories,
with bosonic matter on one side replaced by fermionic matter on the other. We
first describe a more general class of non-Abelian bosonization dualities. We
then explore the non-relativistic physics of these theories in the quantum Hall
regime. The bosonic theory lies in a condensed phase and admits vortices which
are known to form a non-Abelian quantum Hall state. We ask how this same
physics arises in the fermionic theory. We find that a condensed boson
corresponds to a fully filled Landau level of fermions, while bosonic vortices
map to fermionic holes. We confirm that the ground state of the two theories is
indeed described by the same quantum Hall wavefunction.
