While (InAs)(n)/(GaSb)(n) (001) superlattices are semiconducting for n<n(c)
approximate to 28 ML, for n>n(c) the InAs electron level e(InAs) is below t
he GaSb hole level h(GaSb), so the system is converted to a nominal semimet
al. At nonzero in-plane wave vectors (k(parallel to)not equal 0), however,
the wave functions e(InAs) and h(GaSb) have the same symmetry, so they anti
cross. This opens up a "hybridization gap'' at some k(parallel to)=k(parall
el to)*. Using a pseudopotential plane-wave approach as well as a (pseudopo
tential fit) eight-band k.p approach, we predict the hybridization gap and
its properties such as wave-function localization and out-of-plane dispersi
on. We find that recent model calculations underestimate this gap severely.