  We propose new infinite families of non-supersymmetric IR dualities in three
space-time dimensions, between Chern-Simons gauge theories (with classical
gauge groups) with both scalars and fermions in the fundamental representation.
In all cases we study the phase diagram as we vary two relevant couplings,
finding interesting lines of phase transitions. In various cases the dualities
lead to predictions about multi-critical fixed points and the emergence of IR
quantum symmetries. For unitary groups we also discuss the coupling to
background gauge fields and the map of simple monopole operators.
