Closure of the chain of the kinetic equation moments and description of the negative-parity collective excitations

Abstract
It is shown that for a consistent description of the evolution of tensor Fi1 . . .in= integral rho Xi1Xi2. . .Xind3X by means of the kinetic equation it is necessary to take into account the Fermi surface deformation (FSD) with multipolarity up to rank n. Inclusion of the octupole FSD considerably influences the estimate of the energy of the giant octupole resonance and allows one to describe the low-lying octupole excitations.