  We discuss periodic compactification and latticization of a 5-D U(1) theory
with a Dirac fermion, yielding a 1+3 effective theory. We address subtleties in
the lattice fermionic action,such as fermion doubling and the Wilson term. We
compute the Coleman-Weinberg potential for the Wilson line which is finite for
N-branes >= 3, due to the Z_N symmetry, which replaces translations in the 5th
dimension. This mode becomes a PNGB in the low energy 1+3 theory. We derive its
anomalous coupling to the "photon" and its KK-modes.
