Conformal Quantum Field Theory in D-dimensions

Conformal Quantum Field Theory in D-dimensions
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D 维度中的共形量子场论

DOI:
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发表时间:
1996
期刊:
影响因子:
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通讯作者:
M. Palchik
M. Palchik
中科院分区:
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文献类型:
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作者:
E. Fradkin;M. Palchik

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序言。一:目标和前景。第二章整体共形对称与希尔伯特空间第三章共形理论的欧几里德公式。四、计算临界指数的近似方法。第六章病房身份第七章电磁和引力相互作用对沃德恒等式一般解的贡献。第八章希尔伯特空间的动力扇区IX:规范理论中的共形不变性。X:电流场、能量动量张量场和规范场共形变换的特殊性。附录I:Casimir算子与四维Minkowski空间共形群的不可约表示。附录II:欧几里得和闵可夫斯基空间不变函数的傅立叶变换。附录III:欧几里得拟局部不变三点函数的计算。附录IV:子群SO(D-1,2)和SO(D)× SO(2)下的不变性。附录V:绿色函数反常Ward恒等式的推导
Preface. I: Goals and Perspectives. II: Global Conformal Symmetry and Hilbert Space. III: Euclidean Formulation of the Conformal Theory. IV: Approximate Methods of Calculating Critical Indices. VI: Ward Identities. VII: Contribution of Electromagnetic and Gravitational Interactions into the General Solution of Ward Identities. VIII: Dynamical Sector of the Hilbert Space. IX: Conformal Invariance in Gauge Theories. X: Special Features of Conformal Transformation of Current, Energy-Momentum Tensor and Gauge Fields. Appendix I: Casimir Operators and Irreducible Representations of Conformal Group of 4-Dimensional Minkowski Space. Appendix II: Fourier Transforms of Euclidean and Minkowski Spaces Invariant Functions. Appendix III: Calculation of Euclidean Quasilocal Invariant Three-Point Functions. Appendix IV: An Invariance Under Subgroups SO(D-1,2) and SO(D) x SO(2). Appendix V: The Derivation of the Anomalous Ward Identities for Green Functions