Abstract
The LCAO approximation is applied toward a description of the valence band in BeO, in which only the closed shell Be(1s)2O(2p)6 configuration is considered. Thus no account is taken of the deformation of the oxygen valence electron distribution by the polarization field along the c axis of the wurtzite‐type crystal. The problem is solved along several lines of symmetry in the hexagonal brillouin zone. We find a band width of 18 ev with a depth of approximately 7 ev.