  First, the L\sigma M is nonperturbatively solved via loop-order gap
equations. Then the Nambu-Goldstone theorem (NGT) is expressed in L\sigma M
language. Next, the Lee null tadpole sum for this SU(2) L\sigma M theory is
shown to require N_c = 3. Then L\sigma M s-wave chiral cancellations are
studied in tree-and in loop-order. Also, vector meson dominance (VMD) is shown
to follow from this L\sigma M. Next, the scalar nonet is studied in the
infinite momentum frame (IMF). Finally, the L\sigma M is suggested as the
infrared limit of nonperturbative QCD.
