Abstract
The LCAO theory of substitutionally disordered transition metal alloys, which allows to treat the different bandshapes and naturally leads to a matrix generalization of the concept of the multiplicative off-diagonal randomness, is developed within the single-site approximation. The novel expression for the full averaged resolvent is obtained, and applied to the evaluation of the density of states and the spectral density for the silver-palladium alloys. The results quantitatively agree with the recent KKR-CPA data.
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