✍ Scribed by Frauendiener, Jörg; Friedrich, Helmut
No coin nor oath required. For personal study only.
Causal Relations, And With Them The Underlying Null Cone Or Conformal Structure, Form A Basic Ingredient In All General Analytical Studies Of Asymptotically Flat Space-time. The Present Book Reviews These Aspects From The Analytical, Geometrical And Numerical Points Of View. Care Has Been Taken To Present The Material In A Way That Will Also Be Accessible To Postgraduate Students And Nonspecialist Reseachers From Related Fields. Conformal Einstein Evolution -- Some Global Results For Asymptotically Simple Space-times -- Black Holes -- Conformal Geometry, Differential Equations And Associated Transformation -- Twistor Geometry Of Conformal Infinity -- Isotropic Cosmological Singularities -- Polyhomogeneous Expansion Close To Null And Spatial Infinity -- Asymptotically Flat And Regular Cauchy Data -- Construction For Hyperboloidal Initial Data -- Exploring The Conformal Constraint Equations -- Criterial For (in)finite Extent Of Static Perfect Fluids -- Problems And Successes In The Numerical Approach To The Conformal Field Equations -- On The Numerical Treatment Of The Conformal Field Equations -- Data For The Numerical Calculation Of The Kruskal Space-time -- Numerics Of The Characteristic Formulation In Bondi Variable -- Null Infinity In The Null Quasispherical Gauge -- Local Characteristic Algorithms For Relativistic Hydrodynamics. Simulations Of Generic Singularities In Harmonic Coordinates. J. Frauendiener, H. Friedrich (eds.). Includes Bibliographical References And Index.
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