Few-cluster solutions of many-fermion problem Original Research Article

It is proved that certain eigenstates (ESs) of the Hamiltonian of the generalized Elliott SU(3) model of nucleon system with N≥Z even are precisely representable in the multicluster (boson-condensed) form. The statistics of these clusters (and of arbitrary composite bosons) turns out to be something other than the Bose-Einstein, Fermi-Dirac statistics, and parastatistics.