Preface; 1. The geometry of world-vectors and spin-vectors; 2. Abstract indices and spinor algebra; 3. Spinors and world-tensors; 4. Differentiation and curvature; 5. Fields in space-time; Appendix; References; Subject and author index; Index of symbols.
This volume introduces and systematically develops the calculus of 2-spinors.
' ... by far the most comprehensive treatment in the literature of spinorial methods in general relativity ... I would regard this new work as one whose acquisition should be given top priority by anyone working in either the classical or quantum theories of gravity.' Contemporary Physics ' ... not only provides a highly readable account of spinor calculus that is unparalleled in its depth and thoroughness, but also serves as a valuable source of reference for the numerous spinor and spinor-related formulae that arise in space-time physics.' New Scientist
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