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Bjorken J.D., Drell S.D. — Relativistic Quantum Fields |
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Предметный указатель |
Singularities, threshold, for propagator 226—231
Skeleton graphs 203—298
Soft photons, radiated from classical current distribution 202—207
Spaoe-like surface 11
Spectrum 131
Speotral amplitudes 138 153 158 166
Speotral representation 137—141
Speotral representation, for Dirac theory 151—159
Speotral representation, for photons 166—170
Spin states 189—192
Spin, statistics and 170—172
Spin-one boson, electrodynamics of 386
Spinor electrodynamics 383
Spinors, Dirac matrices and 378—380
States, charge parity of 114
States, physical, properties of 130—132
States, spin 189—192
States, symmetry of 32—34
Statistics, spin and 170—172
Stress tensor 18
Surface, space-like 11
Symanzik, K. 23 264
Symmetries, conservation laws and 17—22
Tau functions, integral equations for 293—298
Theorems, Green's 27
Theorems, Heine-Borel 327
Theorems, JCP 123—127
Theorems, low-energy, for Compton scattering 357—364
Theorems, Noether's 17 22 73 84
Theorems, topological 298—299
| Theorems, trace 380
Theorems, Weinberg's 322 324—325 327 331 334 344 368 375
Theorems, Wick's 181—184
Thirring, W. 357
Threshold singularities for propagator 226—231
Time reversal 118—123
Topological theorem 298—299
Trace theorems 380
Transition amplitudes, computing of 174
Transverse "d function," 72
U matrix 175—178
Unitarity 274
Vacuum amplitudes 187—189
Vacuum expectation values 147 149
Vacuum fluctuations 35—37
Vacuum, self-energy of 91—93
Vertex function, dispersion relations for 242—245
Vertex graphs, analytic properties of, in perturbation theory 216—220
Vertex graphs, analytic structure of 235—242
Vertex parts, integral equations for 290—293
Vertex parts, proper self-energy and 285—290
Ward identity 299—303 357 375
Wave fields 3
Weak local commutativity 127n
Weinberg's theorem 322 324—325 327 331 334 344 368 375
Weinberg, S. 322
Wick's theorem 181—184
Wick, G. C 181
Yukawa 2
Zero-point energies 30
Zimmerman, W. 23
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