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Weinberg S. — The Quantum Theory of Fields. Vol. 3 Supersymmetry
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Название: The Quantum Theory of Fields. Vol. 3 SupersymmetryАвтор: Weinberg S. Аннотация: Nobel Laureate Steven Weinberg continues his masterly exposition of quantum field theory. This third volume of The Quantum Theory of Fields presents a self-contained, up-to-date and comprehensive introduction to supersymmetry, a highly active area of theoretical physics that is likely to be at the center of future progress in the physics of elementary particles and gravitation. The text introduces and explains a broad range of topics, including supersymmetric algebras, supersymmetric field theories, extended supersymmetry, supergraphs, nonperturbative results, theories of supersymmetry in higher dimensions, and supergravity. A thorough review is given of the phenomenological implications of supersymmetry, including theories of both gauge and gravitationally-mediated supersymmetry breaking. Also provided is an introduction to mathematical techniques, based on holomorphy and duality, that have proved so fruitful in recent developments. This book contains much material not found in other books on supersymmetry, some of it published here for the first time. Problems are included.
Язык: Рубрика: Физика /Квантовая теория поля /Учебники /Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Год издания: 2000Количество страниц: 419Добавлена в каталог: 09.10.2005Операции: Положить на полку |
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199—201 211 232—3 363 296 213 295 298 72 77—8 87 125—6 131 141—4 181—2 185 348 108 402 Abreu, P. 245 Achucarro, A. 408 Affleck, I. 266 285 286 306 381 Aganagic, M. 409 Ah terms 199—201 234 341 363 Aharonov, Y. 23 Aitkens, A. C. 408 Akulov, V. P. 7 23 Alvarez — Gaume, L. 245 380 Amaldi, U. 243 Amowitt, R. 244 245 247 379 380 anomalies 45 101 147 181 267—8 294 339 Anomaly-mediated supersymmetry breaking 337—41 364 Anti-de Sitter space 330 Antoniadis, I. 241 306 Arkani — Hamed N. 241 246 Astbury, A. 245 Auxiliary fields 59 78 119 133 145 323 327—8 350 Axen, D. 245 Axion (see Peccei-Quinn symmetry) Babu, K. S. 244 246 247 Bagger, J. 242 243 246 306 379 Bais, F. A. 177 Baker — Hausdorff formula 115 Bandos, I. 409 Banks, T. 242 381 Barate, R. 245 Barbieri, R. 244 380 Barger, V. 243 Baryon and lepton number non-conservation 182—4 235 Baryon parity 240 Beg, M. A. 23 Belyaev, V. M. 247 Bennett, J. R. J. 242 Berezin, F. A. 86 112 BergshoefF, E. 408 409 Bessis, D. 176 Binetruy, P. 381 Bino 180 222—6 229 238 340 364 Bogomol’nyi, E. B. 177 BPS states 52—53 166 300 Braaten, E. 244 Breitenlohner, P. 177 Brignole, A. 245 Brink, l. 177 Brower, R. C. 408 Buras, A. J. 244 245 Capper, D. M. 316 Carena, M. 245 Cartan subalgebra 163 280 Casas, J. A. 381 Casher, A. 23 Casimir constants 267 278— 9 Central charges 30—1 35—6 163—5 296 385—6 389—92 398—401 Ch terms 199—201 234 363 374 Chacko, Z. 381 Chamseddine, A. H. 247 380 Charginos 219—20 Chiral superfields 68—74 346—7 Choudhury, S. R. 244 Chun, E. J. 246 Claudson, M. 245 Cleaver, G. 246 Cohen, A. G. 242 Coleman — Mandula Theorem 2 12—21 382 397—8 Coleman, S. 2 12 13 14 15 17 19 20 23 177 330 379 Collapsed supermultiplet 48 51 Complexification of symmetries 106—7 135 Component fields of chiral superfields 68—72 Component fields of general superfields 61—64 Component fields of metric superfield 322—3 Conformal symmetry in 2 dimensions 5 Conformal symmetry in 4 dimensions 21—2 Connection matrix 114 Cordes, S. F. 306 Cosmic abundances 186—8 Cosmological constant 157 348 359 371 Covariant derivative D^ 343—4 Cox, P. H. 244 CP-non-conservation 204—9 234 CP-odd scalar A 214 Cremmer, E. 380 408 Current superfields 89—90 Curvature 378 Cvetic, J. R. 246 D-terms in action 65 72 76—7 87 103—5 347 Dai, J. 244 Das, A. 380 Davis, A. C. 266 306 Dawson, S. 243 245 De Azcarraga, J. A. 408 de Boer, W. 243 De Luccia, F. 330 379 De Rujula, A. 244 De Sitter space 330 De Wit, B. 158 159 177 De Wit-Freedman transformation 158—60 Delbourgo, R. 23 316 317 Deser, S. 112 379 380 di Vecchia, P. 177 Dicus, A. 242 244 246 Dienes, K. R. 243 Dimopoulos, S. 193 241 242 243 244 245 246 247 Dine, M. 176 244 245 246 266 285 286 306 381 Dirac matrices xx-xxi 401—7 Dixon, L. 242 Donoghue, J. F. 243 Dotted indices xx 30 Duality 174—5 292—4 Dubovsky, S. L. 246 Duff, M. 244 245 408 409 Dugan, M. 244 Dutta, B. 246 Dvali, G. 241 242 246 Dykstra, H. 244 Dyons 167 297 300—2 Dyson, F. J. 22 D’Adda, A. 177 Efthimiou, C. 176 Einstein superfield 326—7 Einstein tensor 326 332 Einstein — Hilbert action 328 Electric dipole moments (see CP-non-conservation) Electroweak symmetry breaking 180—1 219 Ellis, J. 188 242 243 244 245 246 247 380 Energy-momentum tensor 98—99 324 Espinosa, J. R. 246 Evans, J. M. 408 Everett, L. 246 Extended supersymmetry 36 45—7 160—75 External field translation symmetry 150—1 268 F-parameter of broken supersymmetry 258—9 336—7 Farrar, G. 242 Fayet — Iliopoulos terms 124 144 152 3 Fayet, P. 176 177 242 380 Feng, J. L. 242 Ferrara, S. 23 54 112 176 242 244 305 306 316 379 380 Feynman, R. P. 408 Finiteness of N=4 theories 174 Fischler, W. 176 245 Flat directions 84—5 154 163 Flavor-changing processes 198—201 218 Freed, D. 112 Freedman, D. Z. 158 159 177 379 380 Friedman, K. A. 408 Fujikawa, K. 316 Furstmann, H. 243 Gabbiani, F. 244 245 Gabrielli, E. 244 245 Gaillard, M. K. 203 244 381 Galperin, A. 306 Gatto, R. 244 Gauge superfield 125—7 130—1 Gauge-mediated supersymmetry breaking 220—35 Gauginos 119 143—4 189 281 339 363—4 374—5 Gauginos, gaugino condensation 284—5 366 Winos Binos) Gauntlett, J. P. 408 409 Gava, E. 306 Gavela, M. B. 244 Gell — Mann, M. 1 23 24 152 Gell-Mann-Low equations (see Renormalization group equations) Generalized gauge transformations 116—7 Generalized supersymmetric quantum, chromodynamics 267 270—4 Georgi, H. 193 242 243 245 Gervais, J. — L. 5 23 Gildener, E. 241 GirardeUo, L. 176 178 306 380 Giudice, G. F. 226 228 242 246 380 381 Giunti, C. 243 Giveon, A. 178 408 Gliozzi, F. 7 23 379 Gluino 180 222—6 229 237 340 364 Goldstino 85 147—8 234 251 256 259 262—4 Gol’fand, Yu. A. 7 23 Gomis, J. 112 409 Gorbunov, D. S. 246 Goto, T. 247 Gracia, X. 112 Graded Lie algebras 25—9 (also see Supersymmetry algebras) Gravitino 45 188 196—8 234 320—6 333—7 349 356 359 368 Gravity-mediated supersymmetry, breaking 355—75 Green, M. B. 23 Greenberg O. W. 23 Greene, B. 176 Griffiths, P. 112 Griinewald, M. 245 Grimm, R. 177 Grinstein, B. 244 Grisaru, M. T. 45 54 112 176 317 379 408 Grossman, Y. 244 Gueven, R. 409 Gunion, J. F. 243 246 Gursey, F. 22 Haag, R. 24 25 53 54 382 383 408 Haag-Lopuszanski-Sohnius theorem 30—40 Haber, H. E. 243 246 Hagelin, J. S. 242 244 247 Hall, L. J. 243 244 380 Halperin, A. 177 Hamaguchi, K. 381 Harada, K. 176 Harris, J. 112 Harris, P. G. 244 He, X. — G. 244 Heinemayer, S. 245 Heterotic supergravity 397 Hidden sector 195 355—7 365 Hierarchy problem 179 185 194 355 Higgs fields and superfields 180—1 210—9 226—32 Higgsinos 181 183 190—2 Hisano, J. 242 247 Hollik, W. 245 Holomorphy arguments 150 226—7 266—76 Honerkamp, J. 316 Horava, P. 243 Horsley, R. 177 Howe, p. 177 408 409 Hughes, J. 249 306 408 Hypermultiplets 46—7 167 300 Ibanez, L. E. 247 380 Ibrahim, T. 244 Iliopoulos, J. 112 176 Inami, T. 408 instantons 131—2 268 270 284 295 Intrilligator, K. 306 Ivanov, E. A. 177 Izawa, K. I. 381 Izquierdo, J. M. 408 Jacobi and super — Jacobi identities 26 Julia, B. 177 380 408 Kac, V. G. 279 306 Kagan, A. 244 245 Kahler manifolds 106—7 Kahler metric 105 350 Kahler potential 73 102—6 349 Kaluza, T. 382 407 Kane, G. L. 243 Kaplan, D. B. 242 381 Kaplunovsky, V. 381 Karlen, D. 245 Katz, E. 380 Kelley, S. 243 244 Khuri, R. R. 408 Kim, C. W. 243 Kim, J. E. 246 381 Kizuri, Y. 244 Klein, O. 382 407 Kolb, E. W. 242 Kolda, C. 242 243 244 246 Kounnas, C. 380 Kovacs, S. 178 Krause, F. 316 Kurosawa, K. 242 Kutasov, D. 408 Lahanas, A. B. 380 Lang, W. 247 316 Langacker, P. 243 246 247 Le Yaouanc, A. 244 Lechner, K. 409 Lee, B. W. 203 242 244 Lee, U. W. 243 Left-chiral superfields (see chiral Super-fields) Leibrandt, G. 316 Leigh, R. 244 Leon, J. M. 380 Lepeintre, F. 242 Lepton number non-conservation (see Baryon and lepton number non-conservation) Lepton superfields 180 Levy, M. 112 Li, C. S. 244 Likhtman, E. P. 7 23 Lindgren, O. 177 Lindner, M. 244 Linear superfields 75 90 Little group 393 Liu, J. 249 306 408 Local supersymmetry 93—4 341—3 Lopez, J. 244 Lopuszanski, J. T. 24 25 53 54 382 383 408 Louis, J. 381 Low 152 Lu, J. — X. 408 Lucas, V. 247 Luo, M. — X. 243 Luty, M. A. 246 380 381 Lykken, J. 241 380 M theory 382 395 400—1 Maclntire, D. A. 381 Magnetic monopoles 52 166—7 294 300—2 Majorana potential 10 Majorana spinors xviii 58 81 107—11 Maksymyk, I. 381 Maldacena, J. 408 Mandelstam, S. 177
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