Reggeization of vector meson for non-Abelian theories with arbitrary symmetry

The asymptotic amplitudes - up to 6th order - are given for fermion-fermion scattering in non-Abelian theories. The crossing-odd part of the amplitude is consistent - in approximation of leading logarithms - with the reggeization of vector meson. This result holds for arbitrary symmetry of Lagrangian and for any multiplet of scalar mesons provided that the theory satisfies the tree-unitarity conditions. (Auth.)