nav emailalert searchbtn searchbox tablepage yinyongbenwen piczone journalimg journalInfo journalinfonormal searchdiv searchzone qikanlogo popupnotification paper paperNew
1990, 01, 10-14
COMPLETE INTEGRABILITY OF A FINITE-DIMENSIONAL HAMILTONIAN SYSTEM
Email:
DOI:
Published:   1990-04-02
Publication Date:   1990-04-02
Mobile reading
Abstract:

A finite—dimensional Hamiltonian system {R2N,dp∧dq, H=-<∧q,p>-1/2<∧p,p>} is proved to be completely integrable in Liouville sense. The relations between the stationary Kaup—Newel equation and this system, Xl-flows are discussed, where Xl is the Kaup—Newell vector field.

KeyWords:
References

[1] Li yishen and Zhuang Dawei. Scientia Sinica. A1983, (2) : 107-118.

[2] Yunbo Zeng and Yishen Li. J. Math. Phys. 1989, 1679-1689.

[3] Cao Cewen. Seience in China, Series A, 1990, 33: 528-536.

[4] Cao Cewen and Geng Xianguo. Classical integrable systems generated through nonlinearization of eigenvalue problems, Nonlinear Physics-Proceedings, Shanghai, 1989, Research Reports in Physics,Springer Verlag, 1989, 89.

[5] 朱国城,李翊神.科学通报,1986,(24) :1845-1849.

Basic Information:

Citation Information:

[1]Cao Cewen Geng Xianguo(Department of Mathematics).COMPLETE INTEGRABILITY OF A FINITE-DIMENSIONAL HAMILTONIAN SYSTEM[J].Journal of Zhengzhou University(Natural Science Edition),1990(01):10-14.

Fund Information:

国家自然科学基金

Published:  

1990-04-02

Publication Date:  

1990-04-02

quote

GB/T 7714-2015
MLA
APA
Search Advanced Search