Mathematics – Dynamical Systems
Scientific paper
2004-10-09
Mathematics
Dynamical Systems
9 pp., part I of preprint Keldysh Inst. Appl. Math. (Moscow), 2004
Scientific paper
For a Hamiltonian system in R^{2n}, its two-system is defined in the phase space R^{2n} x sp(2n,R). In a sense, it is a combination of the original system and its system in variations with feedback. We study the Hamiltonian forms of the two-system and its analogs. In particular, we show a relation between the Poisson-Lie bracket on the (dual space to) Lie algebra sp(2n,R) and the canonical bracket.
Kondratieva Margarita F.
Sadov Sergey Yu.
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