数学物理学报(英文版) ›› 1993, Vol. 13 ›› Issue (4): 457-461.
牟卫华1, 曹策问2, 耿献国2
Mu Weihua1, Cao Cewen2, Geng Xianguo2
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 (M2N-2, dp∧dq|M2N-3, H) in Liouville sense with the Hamiltonian function.