  Finite temperature effects have a pronounced impact on the transport
properties of solids. In magnetic systems, besides the scattering of conduction
electrons by impurities and phonons, an additional scattering source coming
from the magnetic degrees of freedom must be taken into account. A
first-principle scheme which treats all these scattering effects on equal
footing was recently suggested within the framework of the multiple scattering
formalism. Employing the alloy analogy model treated by means of the CPA,
thermal lattice vibrations and spin fluctuations are effectively taken into
account. In the present work the temperature dependence of the longitudinal
resistivity and the anomalous Hall effect in the strongly correlated metal Gd
is considered. The comparison with experiments demonstrates that the proposed
numerical scheme does provide an adequate description of the electronic
transport at finite temperatures.
