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- W2017661818 abstract "For pt.I. see ibid., vol.1, p.6381 (1989). The basic formulation of the EMA transport theory in disordered metals in the muffin-tin potential model is further investigated. The authors decompose the vector waves, which represent the vertex corrections, into longitudinal and transverse components. This leads them to the reduction of the Bethe-Salpeter equations into the one-dimensional form analogous to the case of the electronic structure calculations discussed previously by Huisman et al. (1981). Although the transverse component makes no direct contribution to the conduction, there exists a scattering mechanism that couples both components. Therefore the longitudinal component must be determined self-consistently with the transverse one, and the latter is thus shown to have a finite effect on the electron transport." @default.
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- W2017661818 date "1990-03-19" @default.
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- W2017661818 title "Multiple-scattering theory of electron transport in disordered metals in the muffin-tin potential model. II. Decomposition of the vector waves" @default.
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