Schrödinger operators with almost periodic potentials in nonseparable Hilbert spaces
Jan Herczyński (1987)
Banach Center Publications
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Displaying similar documents to “An inverse problem for the discrete periodic Schrödinger operator.”
Schrödinger operators with almost periodic potentials in nonseparable Hilbert spaces
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We classify the hulls of different limit-periodic potentials and show that the hull of a limit-periodic potential is a procyclic group. We describe how limit-periodic potentials can be generated from a procyclic group and answer arising questions. As an expository paper, we discuss the connection between limit-periodic potentials and profinite groups as completely as possible and review some recent results on Schrödinger operators obtained in ...
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For flows with strong periodic content, time-spectral methods can be used to obtain time-accurate solutions at substantially reduced cost compared to traditional time-implicit methods which operate directly in the time domain. However, these methods are only applicable in the presence of fully periodic flows, which represents a severe restriction for many aerospace engineering problems. This paper presents an extension of the time-spectral...