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| A CLASSICAL INTEGRABLE NEUMANN SYSTEM | |
| 作者姓名： | 牟卫华 曹策问 耿献国 |
| 摘 要： | Under an algebraic constraint between the potentials and the eigeufunctions, the Jaulent-Miodek eigenvalue problem is nonlinearized to be a completely integrable C. Neumann system (M~(2N-2), dp∧dq|M~(2N-3), H) in Liouville sense with the Hamiltonian function |
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