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VOLUME 48 | ISSUE 9 | PAGE 494
Semiclassical localization in a magnetic field
The localization of the Landau levels of a particle situated in a smooth random 2D potential is considered. The dependence of the inverse localization length γ{Ε) on the energy and the correlation properties of the potential has been determined on the basis of a semiclassical approximation which corresponds to the strength limit of the magnetic field H.