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| Авторизация |
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| Gilmore R. — Lie Groups, Lie Algebras and Some of Their Applications |
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| Предметный указатель |
Unitary matrix 16 351 352
Unitary representation v 143 180
Unitary symmetry 343 345 347
Unitary transformation 159—164 166—168
Unitary trick 43 201—204 206 209
Unitary-symplectic group 45
Universal covering group 108 110 120 122 129 144 334
Universal enveloping algebra 492
Upper hemisphere 370
Upper triangular 139 157 158 263 297 298
Upper triangular matrix 226—229 231 233 234
USp(2) 52
USp(2, 2) 52
USp(2n) 45—52 110 191 197—199 214 274 278 341 343 345 347 352 356 358 359 366 394 398—400 412 413 415
USp(2n), volume of 399
USp(2p, 2q) 45—52 188 191 196 197 199 200 345 356 358 413 415 483 491
Usp(4) 52
Van der Waerden, B.L. ix 23 56 317
Vector 5 8
Vector addition 5 8 10 13 18
Vector multiplication 8 10
Vector space 5 6 7 12 13 18 95
Vector space of matrices 7
Vector space, linear 5
Vector triple cross product 487
Velocity 385
Velocity addition law, special relativity 503
Vertex, Dynkin diagram 307 309
Vilenkin, N.Ja. x 23 119 181 435
Volume 53 79 319 391—401
| Volume element 36 79—83 498—499
Volume invariant of SO(2n) 399
Volume invariant of SO(2n+l) 399
Volume invariant of SO(3) 209
Volume invariant of SU(2) 209
Volume invariant of U(n) 399
Volume invariant of USp(2n) 399
Volume on classical groups 395—401
Volume on cosets 391—395
Volume-preserving 183 184
Volume-preserving groups 24 26—37 53
Volume-preserving groups, dimensions 50
Wave function 146 147
Wave-vector 498
Wavelength 498
Weighting function 180
Weiss, G.H. 506
West pole 452
Weyl group 279 316
Weyl hyperplane 279 281—284 286
Weyl reflection 279 281—283 286—290 316
Weyl unitary trick 43 185 186 192 195 201—204 206 209 331 335 337—339 344 345 377 445 455 481 499
Weyl, H. 215 333 435
Wigner rotation 214
Wigner supermultiplet model 349
Wigner — Eckart theorem 253
Wigner, E.P. 181 277 349 446 506
Wigner’s theorem vi
Wyler, A. 349
X-rays 498
Z (integers) 134 143 179
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