Abstract
A key component in the itinerant-electron theory of spin waves in ferromagnetic transition metals is the model used for the exchange matrix elements. The present work describes how, within a tight-binding formalism, the complete set of matrix elements can be expressed in terms of a minimal number of parameters by invoking all the constraints imposed by the symmetry of the system. The theory is used to predict the spin-wave spectrum of hcp cobalt. It is found that the spectrum (at least in the \ensuremath{\Gamma}-A direction) is rather insensitive to model details throughout most of the wave-vector range apart from a small region around the reciprocal lattice points. \textcopyright{} 1996 The American Physical Society.
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