## Gravitation: An Introduction to Current Research |

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### Contents

Experiments on Gravitation | 1 |

Exact Solutions of the Gravitational Field Equations | 49 |

The Equations of Motion | 102 |

Copyright | |

8 other sections not shown

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### Common terms and phrases

algebraic approximation arbitrary asymptotic Bianchi identities bivector classical clocks components congruence conservation laws const constant coordinate conditions coordinate system coordinate transformations covariant curvature defined denote density derivatives described determined differential discussed dynamical equations Einstein electromagnetic field energy equations of motion expressed field equations field theory finite geodesic geometrical geometrodynamics given gravitational field gravitational radiation Green's functions Hamiltonian hypersurface inertial Infeld initial interval intrinsic intrinsic coordinate invariant Lagrangian linear Lorentz manifold mass matter Maxwell's equations measurement method metric tensor models momentum null field observed obtained orthogonal parameter particle Phys physical Poisson bracket problem propagation properties quantities quantization quantum radiation rays red shift region relativistic relativity respect Ricci Ricci tensor Riemann tensor Riemannian rotation satisfied scalar Section solution space space-like space-time spatial static surface integrals symmetric test body theorem time-like tion uncertainty vacuum field vanishes variation vector velocity wave Weyl tensor