## Frontiers of numerical mathematics: a symposium conducted by the Mathematics Research Center, United States Army and the National Bureau of Standards at the University of Wisconsin, Madison, Wisconsin, October 30 and 31, 1959 |

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15 pages matching **boundary conditions** in this book

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### Contents

Paper One Stress Analysis in the Plastic Range | 3 |

Paper Two Some Mathematical Problems of Nuclear Reactor | 23 |

Paper Three Numerical Problems of Contemporary Celestial | 45 |

Copyright | |

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approximation assumed atmospheric barotropic behavior binding energy Birkhoff body Boltzmann equation boundary conditions calculations chemical coefficients collisions computing machines corresponding cross-sections density determine differential equation difficult diffusion distribution drag dynamics Earth effects equilibrium Eulerian equations experimental finite fission flow geostrophic geostrophic approximation gravitational high speed computing initial integral iteration j-th bar kinetic energy linear programming load factor Math Mathematics Research Center matrix mechanics molecular molecules Monte Carlo Monte Carlo methods motion multigroup multiplicative processes neutron nonlinear nonnegative nuclear reactor numerical analysis operations research orbit parameters perfectly plastic perturbations physical potential energy potential energy surface Prager pressure prob problem purely elastic response quadratic programming quantum quantum mechanical reaction rates rotational satellite simulation Smagorinsky solution solve static stress point surface techniques theoretical thermal tion transport theory truncation error truss two-dimensional unit operations variational velocity vertical work-hardening yield polygon yield strip