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“School of Physics”

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Paper   IPM / P / 6959
School of Physics
  Title:   Generalized Klauder-Perelomov and Gazeau-Klauder Coherent States for Landau Levels
  Author(s):  H. Fakhri
  Status:   Published
  Journal: Phys. Lett. A
  No.:  52
  Vol.:  313
  Year:  2003
  Pages:   243-251
  Supported by:  IPM
  Abstract:
Based on a pair of representations obtained for Lie algebra h4, the Hilbert space corresponding to all quantum states of Landau levels is split into an infinite direct sum of infinite-dimensional Hilbert subspaces. For any one of the Hilbert subspaces, we get linear combinations of their bases as generalized coherent statesthe so-called KlauderPerelomov and GazeauKlauder.

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