Test of the Monte Carlo method for the orbital evolution of short-period comets

Mathematics – Dynamical Systems

Scientific paper

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Celestial Mechanics, Cosmology, Jupiter (Planet), Monte Carlo Method, Solar Orbits, Three Body Problem, Dynamical Systems, Stochastic Processes, Transformations (Mathematics), Comets, Short-Period Comets, Monte Carlo Method, Orbits, Evolution, Astronomy, Numerical Methods, Celestial Mechanics, Three-Body Problem, Techniques, Parameters, Procedure, Mapping, Statistical Analysis, Capture, Chaos

Scientific paper

The use of Monte Carlo modeling for short-period comets is discussed.
Comparative time evolutions of the exact versus Monte Carlo mappings are
presented. It is shown that the Monte Carlo method should be restricted
to fully chaotic regimes where parasitic diffusion is insignificant.

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