Let G be a connected, simply simple, complex, linear algebraic group. P an arbitrary parabolic subgroup of G. X=G/P the G-homogeneous projective space attached to this situation. We consider (small) quantum cohomology ring (QH*(X),⋆) X. Postnikov proved that any product two Schubert classes admits unique minimal degree. In particular, result implies there exists degree d which is with property ...