  In this contribution to the proceedings, we present our recent analysis on
the chiral symmetry restoration in the generalized hidden local symmetry (GHLS)
which incorporates the rho meson, $A_1$ meson and the pion consistently with
the chiral symmetry of QCD. It is shown that a set of parameter relations,
which ensures the first and second Weinberg sum rules, is invariant under the
renormalization group evolution. Then, it is found that the Weinberg sum rules
together with the matching of the vector and axial-vector current correlators
to the OPE inevitably leads to {\it the dropping masses of both rho and $A_1$
mesons} at the symmetry restoration point, and that the mass ratio flows into
one of three fixed points.
