Mei Fengxiang, Wu Huibin, Zhang Yongfa. Hamilton-Jacobi method for solving ordinary differential equations [J]. Chinese Physics, 2006,15(8):1662-1664.
[2]
Arzhanyh I S. Field of impulses [M]. Tashkent: Nauka, 1965. (in Russian)
[3]
Wu Huibin. Potential method of integration for solving the equations of mechanical systems [J]. Chinese Physics, 2006,15(5):899-902.
[4]
Mei Fengxiang. The Noether\'s theory of Birkhoffian systems[J]. Science in China, Series A, 1993,36:1456-1467.
[5]
梅凤翔,张永发,何光,等.广义Birkhoff系统动力学的基本框架[J].北京理工大学学报,2007,27(12):1035-1038. Mei Fengxing, Zhang Yongfa, He Guang, et al. Fundamental framework of generalized Birkhoff system dynamics[J]. Transactions of Beijing Institute of Technology, 2007,27(12):1035-1038. (in Chinese)
[6]
梅凤翔,刘端,罗勇.高等分析力学[M].北京:北京理工大学出版社,1991. Mei Fengxiang, Liu Duan, Luo Yong. Advanced analytical mechanics [M]. Beijing: Beijing Institute of Technology Press, 1991. (in Chinese)
[7]
Wang Shuyong, Mei Fengxiang. Form invariance and Lie symmetry of equations of non-holonomic systems [J]. Chinese Physics, 2002,11(1):5-8.
[8]
Chen Xiangwei, Li Yanmin. Exact invariants and adiabatic invariants of the singular Lagrange system [J]. Chinese Physics, 2003,12(9):936-939.
[9]
Xu Xuejun, Qin Maochang, Mei Fengxiang. Unified symmetry of holonomic mechanical systems [J]. Chinese Physics, 2005,14(7):1287-1289.
[10]
Shang Mei, Chen Xiangwei. Noether\'s theorem and one-step corrections method for holonomic system [J]. Chinese Physics, 2006,15(12):2788-2791.
[11]
Wu Huibin, Mei Fengxiang. Methods of analytical mechanics for solving differential equations of first order [J]. Chinese Physics, 2005,14(12):2391-2394.
[12]
Xu Xuejun, Mei Fengxiang, Zhang Yongfa. Lie symmetry and conserved quantity of a system of first-order differential equations[J]. Chinese Physics, 2006,15(1):19-21.
