Titlebook: Chaos in Gravitational N-Body Systems; Proceedings of a Wor J. C. Muzzio,S. Ferraz-Mello,J. Henrard Conference proceedings 1996 Kluwer Acad

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Port Cities and Global Legaciesthe instability is driven by the fluctuations of some geometrical invariants, rather than by their average values; .) the most commonly used invariant has in general nothing to do with dynamic instability of realistic . systems; .) in order to evaluate correctly the relevant quantities entering thes

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Port Cities and Global Legacieslocities (possibly, on time), using a geometrical description. The manifold in which the dynamical systems live is a Finslerian space in which the conformai factor is a positively homogeneous function of first degree in the velocities (the homogeneous Lagrangian of the system). This method is a gene

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Brad Beaven,Karl Bell,Robert JamesSection, which reveal a rich and complex dynamical behaviour..Both the occurrence of chaos for certain values of the parameters of the system as well as the existence of periodic orbits are observed..We also considered ellipsoids embedded in rigid, homogeneous, spherical halos, obtaining evidence of

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Criteria for transportable algol libraries, For small-scale perturbations the equation can be reduced to the well known nonlinear equation for Rossby waves — Charney-Obukhov equation. The spectrum of weak turbulence obtained from this equation leads to the observed by Mayers and Solomon et al. relations between the fundamental parameters of