Scholars@Duke publication: Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators

Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators

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Kiselev, A

September 30, 1996

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Duke Scholars

Author Alexander A. Kiselev Mathematics

Publication Date

September 30, 1996

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Kiselev, A. (1996). Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators.

Kiselev, Alexander. “Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators,” September 30, 1996.

Kiselev A. Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators. 1996.

Kiselev, Alexander. Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators. 30 Sept. 1996.

Kiselev A. Preservation of the absolutely continuous spectrum of Schrödinger equation under perturbations by slowly decreasing potentials and a.e. convergence of integral operators. 1996.

Publication Date

September 30, 1996