Algebraic-analytic aspects of integrability via the Liouville-Arnold theorem of Hamiltonian systems on cotangent spaces: a symplectic theory approach (Q2782072)
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scientific article; zbMATH DE number 1727549
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Algebraic-analytic aspects of integrability via the Liouville-Arnold theorem of Hamiltonian systems on cotangent spaces: a symplectic theory approach |
scientific article; zbMATH DE number 1727549 |
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14 April 2002
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Hamiltonian system on tangential space
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Liouville-Arnold theorem
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Algebraic-analytic aspects of integrability via the Liouville-Arnold theorem of Hamiltonian systems on cotangent spaces: a symplectic theory approach (English)
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The authors discuss problems of the algebraic-analytic construction of integral submanifold embeddings for Hamiltonian systems. It is assumed that these systems are integrable by the Liouville-Arnold theorem on canonical symplectic phase spaces.
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