  We analyze patterns of dynamical symmetry breaking in strongly coupled chiral
gauge theories with direct-product gauge groups $G$. If the gauge coupling for
a factor group $G_i \subset G$ becomes sufficiently strong, it can produce
bilinear fermion condensates that break the $G_i$ symmetry itself and/or break
other gauge symmetries $G_j \subset G$. Our comparative study of a number of
strongly coupled direct-product chiral gauge theories elucidates how the
patterns of symmetry breaking depend on the structure of $G$ and on the
relative sizes of the gauge couplings corresponding to factor groups in the
direct product.
