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| Polchinski J. — String theory (volume 2). Superstring theory and beyond |
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| Предметный указатель |
T-duality 452 469
T-duality and mirror symmetry 402—404 473
T-duality and U-duality 187—188
T-duality as a gauge symmetry 328
T-duality on orbifolds 295—296 298 300 472
T-duality, combined with S-duality 199 205—207 227 422—427
T-duality, effect on D-branes 138—145 163—164ff 176
T-duality, effect on R-R fields 137 149
T-duality, heterotic theories 76—78
T-duality, type I theory 138—143
T-duality, type II theories 136—138
Tachyon 21—23 82 266 341
Tachyon in nonsupersymmetric D-brane systems 158 169
Tachyon, removal by GSO projection 27 31 52 54 58—59
Tachyon, theories with 27 55—58
Tadpoles 37—42 142—143
Temperature 83 219 266—269
Tensionless string theory 205 260—261 421 474
Tensor multiplet, d = 6 (1, 0) 418 420 461—462
Tensor multiplet, d = 6 (2, 0) 204 417 459
Tensor superfield 104
Tetrad 77 96
Theta functions 33 156 469
Thirring model 36
Threshold correction 298—300 334 349 370—371 472
Topological string theory 49 385
Topology change (spacetime), conifold 412—415 474
Topology change (spacetime), flop 406—409 474
Toric geometry 404
Toroidal compactification, heterotic string 76—82 422—429 468 474
Toroidal compactification, type I string 143—144
Toroidal compactification, type II string 187—190 454—457
Torsion 106 203 303 324
Torus amplitudes 31—35 51—59 126—133 374
Transition functions 122 125 306
Tree-level amplitudes 110—118 135
Trinification 349
Twist (orbifold) construction 55—58 251 275—276 279
Twisted boundary conditions 13—14 32—34 44 155—156ff
Twisted sector 276—279 286—288
Type 0 superstring 27 35
Type I superstring 31 37—42
Type I superstring, amplitudes 110—116 135
Type I superstring, strong coupling limit 190—197
Type I superstring, T-duality 138 143—144
Type II superstrings 26—29 31—37
Type II superstrings on Calabi — Yau manifolds 379—386ff
Type II superstrings on K3 415—418
Type II superstrings, amplitudes 113—118 134
Type II superstrings, strong coupling limits 179—187 198—205
| Type II superstrings, T-duality between 136—138 143—144
Type II superstrings, toroidally compactified 187—190 454—457
U(n) 30 63 151 186—187
U-duality 187—190 199—201 226 328
Ultrashort multiplet 80 169—171 210 449
Unitary CFT 45—46 228—232 254—255 262—263 391 471
UV divergence 103
Vacuum amplitudes 31—42 146—147 155—158
Vacuum selection 373
Vector multiplets, d = 4, N = 1 441
Vector multiplets, d = 4, N = 2 380—384ff 447 463—465
Vector multiplets, d = 4, N = 4 79 448
Vector multiplets, d = 6 (1, 0) 163 172 461
Vector multiplets, d = 6 (1, 1) 204 459
Verlinde formula 258 273
Verma module 232 236
Vertex operators 10—15 108—110 468 471
Vertex operators and chiral primaries 384—389
Vertex operators, ghosts 15—20
Vertex operators, gravitino 28
Vertex operators, locality 25—26 50—51 256—257
Vertex operators, p-p' strings 174 197
Vertex operators, pictures 108 118—124
Vertex operators, R-R 30 88
Vertex operators, Ramond, branch cuts 6 10
Virasoro algebra 228—233ff
Virasoro master equation 258
W algebra 46 471
W string 46 468
Weight (conformal) 43 263
Weight (conformal), current algebra primary 72
Weight (conformal), unitary CFTs 231 255 378 391
Weight (Lie algebra) 61—63
Weight (Lie algebra), lattice 75
Weight (modular) 297
Wess — Zumino term 248
Weyl spinor 8 432
Wilson criterion (computability) 209—211 214
Wilson line 76—78 83 206 208 227 429
Wilson line, gauge symmetry breaking 289—291 314 325—326
Wilsonian action 300 361
Winding string 77—81 189—190
WZNW model 246—250
Yang — Mills theory, d = 4, N = 4 186—187 428 460—461
Zamolodchikov metric 362 374 389
zero modes 119
Zero modes, instanton 324—325
Zero modes, sphere 108
Zero modes, torus 121 123 127 130 132—133
Zero-norm states see "Null states"
Zero-point energy 7 14 34
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