  The classic composite fermion field theory (Ref. 1) builds up an excellent
framework to uniformly study important physical objects and globally explain
anomalous experimental phenomena in fractional quantum Hall physics while there
are also inherent weaknesses. We present a nonperturbative emergent Dirac
fermion theory from this strongly correlated composite fermion field theory,
which overcomes these serious long-standing shortcomings. The particle-hole
symmetry of Dirac equation resolves this particle-hole symmetry enigma in the
composite fermion field theory. With the help of presented numerical data, we
show that for main Jain's sequences of fractional quantum Hall effects, this
emergent Dirac fermion theory is most likely nonperturbatively stable.
