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A Modern Selfcontained Introduction To Key Topics In Advanced General Relativity. The Opening Chapter Reviews The Subject, With Strong Emphasis On The Geometric Structures Underlying The Theory. The Next Chapter Discusses 2Component Spinor Theory, Its Usefulness For Describing Zeromass Fields, Its Practical Application Via Newmanpenrose Formalism, Together With Examples And Applications. The Subsequent Chapter Is An Account Of The Asymptotic Theory Far From A Strong Gravitational Source, Describing The Mathematical Theory By Which Measurements Of The Farfield And Gravitational Radiation Emanating From A Source Can Be Used To Describe The Source Itself. The Final Chapter Describes The Natural Characteristic Initial Value Problem, First In General Terms, And Then With Particular Emphasis For Relativity, Concluding With Its Relation To Arnold'S Singularity Theory. Exercises Are Included.
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