The inverse spectral problem for surfaces of revolution (Q1807898)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The inverse spectral problem for surfaces of revolution |
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The inverse spectral problem for surfaces of revolution (English)
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23 November 1999
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The author proves that isospectral simple analytic surfaces of revolution are isometric. The technique of proof is new and comes from the theory of complete integrability at classical and quantum level.
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surfaces of revolution
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spectral problem
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completely integrable systems
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