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Weinberg S. — The Quantum Theory of Fields. Vol. 1 Foundations
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Íàçâàíèå: The Quantum Theory of Fields. Vol. 1 FoundationsÀâòîð: Weinberg S. Àííîòàöèÿ: In The Quantum Theory of Fields, Nobel Laureate Steven Weinberg combines his exceptional physical insight with his gift for clear exposition to provide a self-contained, comprehensive, and up-to-date introduction to quantum field theory.
ßçûê: Ðóáðèêà: Ôèçèêà /Êâàíòîâàÿ òåîðèÿ ïîëÿ /Ó÷åáíèêè /Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö ed2k: ed2k stats Ãîä èçäàíèÿ: 1996Êîëè÷åñòâî ñòðàíèö: 609Äîáàâëåíà â êàòàëîã: 09.10.2005Îïåðàöèè: Ïîëîæèòü íà ïîëêó |
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Quarks 217 531 Rabi, I. I. 36 48 Racah, G. 45 Radiative corrections (see “Renormalization” “Quantum “Ultraviolet “Infrared “Self-energy “Vertex “Vacuum “Soft Ramsauer 165 Ramsauer — Townsend effect 165 Rarita — Schwinger field 232 423 Rarita, W. 232 257 Rates, general formuia 134 Rays, defined 49—50 Rechenberg, H. 45 Reduction formula 436—8 Redundant couplings 331—2 522—3 Regge trajectories 468—9 Regge, T. 468 469 477 Relativistic wave equations 1—14 Relevant couplings 530 Renormalizability 37 499 502—3 516—25 Renormalization 34—8 506—16 “Field “Mass Renormalization group 490 516 525 Representations of groups, defined 53 Representations of homogeneous Lorentz group 229—33 Resonances 159—65 Retherford, R. C. 47 Richardson O. 47 Riemann — Lebesgue theorem 181 Roberts, J. E. 424 Robertson, P. P. 42 Rochester, G. D. 30 45 123 767 Rohrlich, F. 257 Rose, M. E. 46 106 167 168 257 596 Rosenbluth formula 457 Rosenbluth, M. N. 457 470 Rosenfeld, L. 19 44 198 256 338 Rotation matrices 68 Rueger, S. M. 424 Rydberg unit (Ry), defined 593 S-matrix 4 33 S-matrix, C, CP and CPT 131—4 S-matrix, defined 113 S-matrix, internal symmetries 121—4 S-matrix, Lorentz invariance 116—21 S-matrix, parity 124—7 S-matrix, PT 130—1 133 S-matrix, S-Operator 114 S-matrix, time reversal 127—30 S-matrix, unitarity 113—14 147—51 “M-matrix”) Sakata, S. 45 532 Sal peter, E. E. 560 563 Salam, A. 39 42 512 532 Sapirstein, J. R. 596 Scattering amplitude (f) 148 153—4 466—7 Scattering lengths, defined 157 Schaefer, G. W. 596 Schearer, J. F. 47 Schiff, L. I. 41 43 168 563 596 Schmidt-Kaler, F. 596 Schrader, R. 424 Schroedinger picture 109 Schroedinger, E. 3 4 6 13 27 47 109 Schroer, B. 257 Schubert, K. R. 767 Schur, I. 257 Schwarz, J. H. 375 Schweber, S. S. 39 40 Schwinger action principle 288 Schwinger terms 449 Schwinger, J. 14 33 35 36 37 38 40 43 46 47 48 111 766 232 257 259 291 375 376 424 470 489 498 Screaton, R. 477 Second class constraints (see “Constraints secondary constraints” “Constraints”) Seiler, R. 257 Self-energy functions 439 473—80 493—6 508—9 512—15 575—9 583—4 Semi-simple Lie groups and algebras, defined 70 86 Sen, S. 106 Separable interactions 165 Serber, R. 46 48 Shelter Island Conference (1947) 34—8 Shifman, M. A. 555 Simply connected spaces, defined 84 SL(2, C) group 87 90 Slater, J, C. 42 Soft photons 534—48 553—6 Sommerfield, A. 3 5 6 11 47 Spaarnay, M. J. 338 Space inversion (see “Parity and space inversion”) Spectral functions (see “Kaellen-Lehmann representation”) Spherical harmonies 153 569 Spin matrices, defined 230 Spin sums 210 224 236—7 252 360—1 365 545 Spin(d) group 90 Spin-statistics connection 238 Spontaneous emission of photons 17—19 590 Stachel, J. 44 256 Standing wave states 166 Steinberger, J. 167 Sterman, G. 563 Stevenson, E. C. 30 Stoner, E. C. 42 Stora, R. 39 Strangeness and strange particles 123 (see “K mesons” “Hyperons”) Stratonovich, R. L. 461 470 Streater, R. F. 257 258 Street, J. C. 30 String theory 1 15 244 371 525 Strong interactions 30 Structure constants, defined 54 SU(2) group 88 123 130 SU(3) symmetry 123 Subtractions in dispersion relations 460 465 Superficial divergences 500—2 510 Superrenormalizable interactions 503 507 Superselection rules 53 90—1 Supersymmetry 325 506 526 Suura, H. 498 562 Swieca, J. A. 257 Symanzik, K. 438 464 470 Symmetries 50—5 91—6 306—14 425 “Groups” “Lorentz “Parity” “Charge “Time “Internal “Isospin” “SU(3)”) T-matrix 111 116 141—2 152 549 Takahashi, Y. 447 470 Tamm, L. 12 43 44 375 Tate, J. E. 424 Tatti, T. 48 Telegdi, V. L. 106 167 Temporal gauge 346 Thirring, W. 463 477 Thomas, L. H. 42 189 Thomson scattering 369 556 Thomson, J. J. 369 Threshold behavior 157-8 Time reversal (T) consequences for S-matrix 127—30 Time reversal (T), defined 58 Time reversal (T), non-conservation 134 Time reversal (T), transformation of 74—6 Time reversal (T), transformation of creation operators 177 Time reversal (T), transformation of degenerate multi-plets 100—4 Time reversal (T), transformation of Dirac fields 227—8 Time reversal (T), transformation of general irreducible fields 242—3 Time reversal (T), transformation of one-particle states 77-81 Time reversal (T), transformation of scalar fields 206 Time reversal (T), transformation of vector fields 213 Time-ordered products, defined 143 280 Titchmarsh, E. C. 190 Toll, J. S. 477 Tomonga, S.-I. 36 37 38 40 46 47 48 259 376 Topology of Lorentz and rotation groups 86—90 (see also “Homotopy groups” “Simply “de Townsend 165 Traces (see “Dirac matrices”) Tree graphs, defined 283 Tung, W.-K. 106 Turlay, R. 106 167 Turnbull, H. W. 106 Tuve, M. A. 167 Two-cocycles, defined 82 Uehling effect 34 484 581 Uehling, E. A. 34 46 47 484 498 Uhlenbeck, G. E. 5 41 Ultraviolet divergences 31—8 476—7 482-3 485 491 494—7 500—5 Umezawa, H. 532 Unitarity gauge 346 Unitarity of S-matrix 113—16 129 147—51 155 161 521 Universal covering group 90 Vacuum energy 24 26 Vacuum polarization 32 34 473—85 581 Vacuum state 24 27 176 Vainshtein, A. I. 533 Van der Waerden, B. 1 40 43 257 Vaughn, M. J. 470 Velo, G. 257 Veltman, M. 477 498 Vertex function 446 485—8 507—8 579—80 Villars, F. 494 498 Waller, I. 31 45 Ward and Ward — Takahashi identities 445—8 476 508 511 Ward, J. C. 447 470 Watson's theorem 130 Watson, K. M. 130 166 167 Wave packets 109—10 Webb, N. 45 Weinberg, S. 40 42 47 105 167 168 190 256 257 338 375 424 470 471 532 533 563 Weinrich, M. 106 167 Weisskopf, V. F. 24 26 28 31 32 34 35 37 40 43 44 45 46 47 593 596 Weitz, M. 596 Wentzel, G. 40 42 46 Wess, J. 338 532 West, T. 375 Weyl, H. 12 43. Wheeler, J. A. 4 33 46 47 166 Whittaker, E. 40 Wichmann, E. H. 189 256 498 Wick rotation 475—6 Wick's theorem 261 Wick, G. C. 105 291 475 486 497 498 Wightman, A. S. 105 257 258 Wigner rotation 68—73 Wigner three-j symbols 237 Wigner — Eckart theorem 153 Wigner, E. P. 19 39 42 43 44 51 62 68 91 93 100 103 104 105 106 108 153 156 162 168 236 Wilczek, F. 424 Williams, E. J. 563 Williams, R. C. 47 Williams, W. E. 47 Wilson's renormalization method 525—8 Wilson, W. 41 525 528 533 Witten, E. 40 257 375 Wu, C. S. 106 127 167 Yang, C. N. 106 127 132 167 168 178 189 228 257 375 Yang. C R. 168 Yennie, D. R. 562 596 Yukawa, H. 30 45 159 436 470 Zacharias, J. R. 48 Zakharov, V. I. 533 Zimmerman, W. 438 463 470 512 532 Zumino, B. 257 Zwanziger, D. 257 ‘In’ and ‘out’ states 107—12 116 ’t Hooft, G. 377 477 424 498
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