旋量与时空（第2卷）
2009-1
世界图书出版公司
彭罗斯
501
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This is a companion volume to our introductory work Spinors and space-time, Volume 1: two-spinor calculus and relativistic fields. There weattempted to demonstrate something of the power, utility and elegance of2-spinor techniques in the study of space-time structure and physical fields,and to advocate the viewpoint that spinors may lie closer to the heart of (even macroscopic) physical laws than the vectors and tensors of the standard formalism. Here we carry these ideas further and discuss some important new areas of application. We introduce the theory of twistors and show how it sheds light on a number of important physical questions,one of the most noteworthy being the structure of energy-momentum/angular momentum of gravitating systems. The illumination that twistor theory brings to the discussion of such physical problems should lend further support to the viewpoint of an underlying spinorial structure in basic physical laws.
作者：(英国)彭罗斯 (Penrose.R.)
PrefaceSummary of Volume I6 Twistors 6.1 The twistor equation and its solution space 6.2 Some geometrical aspects of twistor algebra 6.3 Twistors and angular momentum 6.4 Symmetric twistors and massless fields 6.5 Conformal Killing vectors, conserved quantities and exact sequences 6.6 Lie derivatives of spinors 6.7 Particle constants; conformally invariant operators 6.8 Curvature and conformai rescaling 6.9 Local twistors 6.10 Massless fields and twistor cohomoiogy7 Null congruences 7.1 Null congruences and spin-coefficients 7.2 Null congruences and space-time curvature 7.3 Shear-free ray congruences 7.4 SFRs, twistors and ray geometry8 Classification of curvature tensors 8.1 The null structure of the Weyl spinor 8.2 Representation of the Weyl spinor on S 8.3 Eigenspinors of the Weyl spinor 8.4 The eigenbivectors of the Weyl tensor and its Petrov classification 8.5 Geometry and symmetry of the Weyl curvature 8.6 Curvature covariants 8.7 A classification scheme for general spinors 8.8 Classification of the Ricci spinor 9 Conformal infinity 9.1 Infinity for Minkowski space 9.2 Compactified Minkowski space 9.3 Complexified compactified Minkowski space and twistor geometry 9.4 Twistor four-valuedness and the Grgin index 9.5 Cosmological models and their twistors 9.6 Asymptotically simple space-times 9.7 Peeling properties 9.8 The BMS group and the structure of 9.9 Energy-momentum and angular momentum 9.10 Bondi-Sachs mass loss and positivityAppendix: spinors in n dimensionsReferencesSubject and author indexIndex of symbols
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《旋量与时空(第2卷)》由世界图书出版公司出版。
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物理大家的經典傑作。世界圖書出版社和劍橋大學出版社聯合出版的這套物理叢書，每一本都很棒。
偶像
背脊有磕碰，下半部分整体歪了，这就是amazon.cn的品质?
咋跟第一卷用的纸张不一样呢
纸质明显与第一部不一样，且书角都折了，有点失望