A simple scheme for obtaining well-localized non-orthogonal Wannier-ty
pe orbitals (WTOs) for periodic systems is discussed. (The WTOs corres
ponding to the same cell are orthogonal but the WTOs of different cell
s are generally not.) The method uses the Magnasco-Perico localization
criterion based on Mulliken's population analysis: Mulliken's net pop
ulation corresponding to the elementary cell is extremized. The calcul
ations require the system's density and overlap matrices which are ass
umed to be known from a conventional band calculation but no explicit
reference is made to the Bloch orbitals. The viability of the method i
s illustrated with the example of 6-31G calculations for polyacetylene
and polyglycine. (C) 1998 Elsevier Science B.V. All rights reserved.