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Scattering approach to Anderson localisation
Alexander Ossipov (School of Mathematical Sciences, University of Nottingham, UK)
I will introduce a new approach to Anderson localisation problem, which is based on the scattering formalism. The first part of the talk will review a derivation of some known results for the statistics of Wigner delay times and wavefunction amplitudes in the one-dimensional Anderson model. Then I will explain how this method can be generalised to higher dimensions. In particular, the density of the Wigner delay times will be derived for the two-dimensional Anderson model.