François Germinet, Amal Taarabt
Published 2012-04-30Version 1
We investigate the equivalence between dynamical localization and localization properties of eigenfunctions of Schr\"odinger Hamiltonians. We introduce three classes of equivalent properties and study the relationships between them. These relationships are shown to be optimal thanks to counter examples.
Schrödinger operators with concentric $δ$-shells
Spectral fluctuations of Schrödinger operators generated by critical points of the potential
Schrödinger operators with a switching effect
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