  We propose ``vector manifestation (VM)'' of the Wigner realization of the
chiral symmetry in which the symmetry is restored at the critical point by the
massless degenerate pion (and its flavor partners) and rho meson (and its
flavor partners) as the chiral partner, in sharp contrast to the traditional
manifestation \'a la linear sigma model where the symmetry is restored by the
degenerate pion and scalar meson. The application to the chiral phase
transition of the large Nf QCD is performed using the hidden local symmetry
Lagrangian. Combined with the Wilsonian matching proposed recently, the VM
determines the critical number of massless flavors Nf \simeq 5 without much
ambiguity.
