摘要In this paper, by a nonlinear procedure of a eigenvalue problem, we get a Bargmann system and prove it is a completely in tegrable system in the meanning of Liouville. By the way, the involutive solutio n of the representation equation is given.
2Cao Cewen，Nonlinear Physics.Research Report in Physics，1990年
3Tu Guizhang，Acta Math Appl Sin，1989年，5卷，1期，89页
4Can Cewen，河南科学，1987年，5期，1页
同被引文献5
1Cao Ce-wen,Geng Xian-guo.Classical integrable systems generated through nonlinearization of engenvalue problems[C]//Nonlinear Physics,Research Reports,in Physics.Berlin:Springer-Verlag,1990:68-78.
2Cao Ce-wen.A classical integrable system and the involutive representation of solutions of KDV equation[J].Acta Math Sinica,1991,7(2):216-223.
3Arnold V I.Mathematical Methods of Classical Mechanics[M].Berlin:Springer-Verlag,1978.
