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Absolutely continuous spectrum of one-dimensional Schrodinger operators and Jacobi matrices with slowly decreasing potentials

1997 · California Institute of Technology · doctoral · Mathematics

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@misc{academicancestry_caltechthesis_caltechthesis_3370,
  author = {{Academic Ancestry}},
  title = {{Absolutely continuous spectrum of one-dimensional Schrodinger operators and Jacobi matrices with slowly decreasing potentials: record of a thesis}},
  year = {2026},
  url = {https://academicancestry.org/thesis/caltechthesis/caltechthesis%3A3370},
  note = {read on 2026-10-22}
}

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Academic Ancestry. (2026, October 22). Absolutely continuous spectrum of one-dimensional Schrodinger operators and Jacobi matrices with slowly decreasing potentials: Record of a thesis [Read on 2026-10-22]. https://academicancestry.org/thesis/caltechthesis/caltechthesis%3A3370

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