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Preface | ||
Ch. I | Tensor Distributions | |
Ch. II | Maxwell's equations and electromagnetic waves over a curved space-time | |
Ch. III | Einstein's equations and the Leray theorem | |
Ch. IV | Gravitational and electromagnetic shock waves | |
Ch. V | Relativistic hydrodynamics | |
Ch. VI | The equations of magnetohydrodynamics | |
Ch. VII | Magnetohydrodynamic shock waves | |
Ch. VIII | Hugoniot's function and applications | |
Annex I - Shock waves and alfven waves | ||
Annex II - Magnetosonic rays | ||
Annex III - Classical approximations of the relativistic shock equations | ||
Bibliography | ||
Note - Approach to a quantum theory of fields for a curved space-time | ||
I - Tensor propagators | ||
II - Applications to quantization problems over a curved space-time | ||
References for the Note |
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