## Proceedings of the Conference on the Numerical Solution of Ordinary Differential Equations: 19, 20 October 1972, The University of Texas at Austin |

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### Contents

Joseph Stoer Extrapolation Methods for the Solution | 1 |

Fred T Krogh Changing Stepsize in the Integration | 22 |

Butcher The Order of Differential Equation Methods | 72 |

Copyright | |

19 other sections not shown

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### Common terms and phrases

accuracy algorithm analytic applied approximation assumed body boundary conditions calculation Class close cluster coefficients computing considered constant convergence COWELL defined depends derivative described determined difference differential equations discussed distribution efficient elements energy error estimate evaluations example existence experiments extrapolation Figure force formula function given gives gravitational Green's function increase indicate individual initial interval introduce iteration linear mass mean method N-body needed Note numerical integration obtained orbit Ordinary Differential Equations parameter particle PECE perturbation physical polynomial position possible present problem reason reduced reference regular relative respect satellite satisfies scheme selecting shown shows simple singularity solution solving space stability stars starting step stepsize Table theory tion transformation University variable vector