Citation: | WU Hui-bin. Lie Symmetry and Non-Noether Conserved Quantity for Hamiltonian Systems[J].JOURNAL OF BEIJING INSTITUTE OF TECHNOLOGY, 2004, 13(1): 94-95. |
[1] |
L i Ziping.Classical and quantal dynamics of constrainedsystems and their symmetr ical propert ies[M] .Beijing:Beijing Polytechnic U niversity Press,1993.(in Chinese)
|
[2] |
Zhao Yueyu,M ei F engx iang.Symmetr ies and invariantsof mechanical systems[M] .Beijing:Science Press,1999.(in Chinese)
|
[3] |
M ei F engx iang.Applications of Lie groups and L ie algebras to constr ained mechanical systems[M] .Beijing:Science Press,1999.(in Chinese)
|
[4] |
Wang Shuyong,Mei F engx iang.On the for m invarianceof N ielsen equations[J] .Chinese Physics,2001,10(5):373-375.
|
[5] |
Wang Shuyong,M ei Feng xiang.For m invariance ofRouth equations[J] .J of Beijing Institute of T echnolo gy,2002,11(3):329-331.
|
[6] |
Chen Xiangw ei,Luo Shaokai,M ei Feng xiang.A for minvariance of co nstrained Bir khoffian system[J] .A pplM ath M ech,2002,23(1):53-57.
|
[7] |
Wang Shuyong,M ei F engx iang.Form invariance andL ie symmetry of equat ions of nonholonomic systems[J] .Chinese Physics,2002,11(1):5-8.
|
[8] |
L uo Shaokai.Form invariance and L ie symmetries of ther otat ional relativistic Birkhoff system[J] .Chin P hysL ett,2002,19(4):449-451.
|
[9] |
Hojman S A.A new conserv atio n law constructed without using either L agrangians or Hamiltonians[J] .J P hysA:M ath G en,1992,25:L 291-L 295.
|
[10] |
P illay T,Leach P G L.Comment on a t heorem of Hojman and its g eneralizatio ns[J] .J Phys A:M ath Gen,1996,29:6999-7002.
|