On the principle of stationary isoeneretic action

@inproceedings{Jovanovic2012OnTP,
  title={On the principle of stationary isoeneretic action},
  author={Bozidar Jovanovic},
  year={2012}
}
  • Bozidar Jovanovic
  • Published 2012
  • Mathematics, Physics
  • We present several variants of the Maupertuis principle, both on the exact and the non exact symplectic manifolds. 

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    SHOWING 1-10 OF 32 REFERENCES

    Géométrie des formes de contact complétement intégrables de type torique

    • A. Banyaga, P. Molino
    • Séminare Gaston Darboux, Montpellier
    • 1991
    VIEW 4 EXCERPTS
    HIGHLY INFLUENTIAL

    Introduction to mechanics and symmetry

    VIEW 4 EXCERPTS
    HIGHLY INFLUENTIAL

    Matematiqeskie metody klassiqesko mehaniki

    • V. I. Arnolьd
    • Moskva, Nauka 1974 (Russian). English translation: V. I. Arnol’d, Mathematical methods of classical mechanics, Springer-Verlag
    • 1978
    VIEW 4 EXCERPTS
    HIGHLY INFLUENTIAL

    Peremennye de stvie–ugol i ih obobweni

    • N. N. Nehoroxev
    • Tr. Mosk. Mat. O.-va. 26 (1972), 181–198 (Russian). English translation: N. N. Nehoroshev, Action-angle variables and their generalization, Trans. Mosc. Math. Soc. 26, 180–198
    • 1972
    VIEW 4 EXCERPTS
    HIGHLY INFLUENTIAL

    O

    • P. Albers, U. Frauenfelder
    • van Koert, G. P. Paternain, The contact geometry of the restricted 3-body problem, Comm. Pure Appl. Math. 65
    • 2012
    VIEW 2 EXCERPTS