Eigenvectors of Lax Matrices, Spaces of Hyperelliptic Curves and Action Coordinates for Moser Systems

    2000, Volume 5, Number 1, pp.  67-88

    Author(s): Audin M.

    We describe a Poisson structure on some open subset of the relative Jacobian of hyperelliptic curves and use eigenvectors of Lax matrices to derive action variables for Moser systems.
    Citation: Audin M., Eigenvectors of Lax Matrices, Spaces of Hyperelliptic Curves and Action Coordinates for Moser Systems, Regular and Chaotic Dynamics, 2000, Volume 5, Number 1, pp. 67-88


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