  In this paper we describe the pseudoparticles, holons, and spinons whose
occupancy configurations describe the energy eigenstates of the one-dimensional
(1D) Hubbard model in terms of rotated electrons. Rotated electrons are related
to electrons by a mere unitary transformation such that rotated electron double
occupation is a good quantum number. Moreover, we introduce the concepts of
local pseudoparticle and effective pseudoparticle lattice. Our findings provide
useful information about the relation of the exotic pseudoparticles, holons,
and spinons that diagonalize the non-perturbative many-electron problem to the
original electrons. We provide an example showing how the derived local
pseudoparticle representation can be used in the evaluation of finite-energy
few-electron spectral function expressions.
