Hyperbolic Sets near Homoclinic Loops to a Saddle for Systems with a First Integral

    2014, Volume 19, Number 6, pp.  681-693

    Author(s): Turaev D. V.

    A complete description of dynamics in a neighborhood of a finite bunch of homoclinic loops to a saddle equilibrium state of a Hamiltonian system is given.
    Keywords: Hamiltonian system, nonintegrability and chaos, resonance crossing, Arnold diffusion
    Citation: Turaev D. V., Hyperbolic Sets near Homoclinic Loops to a Saddle for Systems with a First Integral, Regular and Chaotic Dynamics, 2014, Volume 19, Number 6, pp. 681-693
    DOI: 10.1134/S1560354714060069



    Access to the full text on the Springer website