The \(\overline \delta\)-theory for inverse problems associated with Schödinger operators on hyperbolic spaces (Q2467701)
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| Language | Label | Description | Also known as |
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| English | The \(\overline \delta\)-theory for inverse problems associated with Schödinger operators on hyperbolic spaces |
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The \(\overline \delta\)-theory for inverse problems associated with Schödinger operators on hyperbolic spaces (English)
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28 January 2008
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An analogue of the Faddeev scattering amplitude is introduced for the Schrödinger operator \(L:=-\Delta + V(x),\; x\in {\mathbb R^n}\) in hyperbolic spaces. An integral representation of the potential is derived.
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inverse scattering problems
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Schrödinger operators
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Faddeev scattering amplitude
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