Excited States of the Cooper Problem in a Three-Dimensional Disordered System
classification
❄️ cond-mat
keywords
excitedstatesthree-dimensionalcooperdeltaproblemandersondelocalized
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This work presents the study of the excited states of the Cooper problem in the three-dimensional Anderson model. It is shown that the excited pair states remain localized while their excitation energy $\Delta E$ is negative. For $\Delta E>0$ the particles are delocalized over the three-dimensional lattice.
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