  The relation of the rotated-electron site distribution configurations that
describe the energy eigenstates of the one-dimensional Hubbard model to the
momentum occupancy configurations of the same states associated with the Bethe
ansatz quantum numbers is clarified. Our study involves the introduction of the
concepts of a local pseudoparticle and an effective pseudoparticle lattice,
needed for the relation of both the local pseudoparticle internal structure and
the pseudoparticle occupancy configurations to the rotated-electron site
distribution configurations. Our results provide further useful information
about the microscopic mechanisms behind the anomalous finite-energy spectral
properties of low-dimensional complex materials.
