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Miller W. — Symmetry Groups and Their Applications
Miller W. — Symmetry Groups and Their Applications



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Название: Symmetry Groups and Their Applications

Автор: Miller W.

Язык: en

Рубрика: Математика/Симметрия и группы/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 1

Год издания: 1972

Количество страниц: 432

Добавлена в каталог: 30.04.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Lie groups, abelian      167 182
Lie groups, compact      206
Lie groups, complex      163 340
Lie groups, connected      165
Lie groups, global      165
Lie groups, ISO locally isomorphic      164
Lie groups, linear      165 166
Lie groups, local      162
Lie groups, local linear      164
Lie groups, locally simple      394
Lie groups, real      163
Lie groups, Semisimple      394
Lie groups, simply connected      187
Lie groups, solvable      394
Lie S.      204 417
Lifshitz, R.      265 312 320 417
Linear functional      322
Linear functional, positive      327
Linear functional, real      327
Linear transformation      17 152
Linear transformation, hounded      219 413
Linear transformation, inverse      17
Linear transformation, orthogonal      67
Linear transformation, prod Ltd      17
Linear transformation, symmetric      414
Linear transformation, unitary      64 414
Littlewood, Dr      120 390 417
Liubarskii, G.      267 272 278 282 417
Loebl, E.      375 386 418
Lomont, J      384 386 418
Lonsdale, K      417
Lorentz group      284
Lorentz group, complete      305 316
Lorentz group, homogeneous      285 3
Lorentz group, inhomogeneous      294
Lorentz group, proper      288 316
Magnetic symmetry group      60
Magnus, W.      399 404 416
Matrix      17 414
Matrix, elements      202
Matrix, Hermitian (self-adjoint)      173
Matrix, inverse      17
Matrix, nonsingular      17
Matrix, product      17
Matrix, skew — Hermitian      173
Matrix, symplectic      174 347
Matrix, transpose      17
Matrix, unitary      66 173
Maxwell's equations      283 320
Meson      268 374
Miller, W.      204 235 247 402 418
Minkowski space      293 309
Minlos, R.      282 308 320 416
Momentum operators (linear)      275 278 310
Momentum operators (linear), four vector      310
Mull iplier      198
Mull iplier, rep      235
Muller, C      418
Multiplicity of a rep      69 75
Multiplicity of a weight      337 338
Multiplicity of an eigenvalue      1 10 264
Murnaghan, J.      151 41
Naylor, A.      407 418
Ne'eman, Y.      373 416
Negative reps      248
Neuiron      268 370
Neutrino      318
Norm (operator)      152 413
Norm (vector)      16 152 407
Nucleon      370
Null space      69 92
Nussbaum, A.      418
Nye, L.      418
Octahedral group      31 90
octahedron      31
Onto mapping      7
Orbit      9 27
Order of a group      1
Order of an element      6
Orthogonal group      16 172 351
Orthogonality relations      72 77 214
Outer product      390
Parallelepiped      35 207
Parallelepiped, basic      37
Parity      124 249 277
Parseval equality      215 236 412
Partition      119
Pauli exclusion principle      268 377 379
Pauli spin matrices      269 365
Periodic table      377
Permutation      3 8 117
Permutation, column      120 123
Permutation, corresponding      122
Permutation, even      117
Permutation, odd      117
Permutation, row      120 123
Perturbations      111 249 264
Peter — Weyl theorem      215 216
Petraschen, M., and Trifonov, E.      418
Photon      268 312
Planck’s constant      108 423
Pochammer’s symbol      423
Poincare group      294 311 313
Point group first kind      26
Point group first kind, second kind      26 32
Polar decomposition      295 349
Poles      27
Pollard, H.      376 418
Pontrjagin, L.      178 187 195 209 418
Position operator      275 277
Positive reps      248
Power series      156
Principal series      304
prism      30 34
Projection operator      92 137 218
Proton      268 370
Prugovecki, E.      418
Pseudo vector      306
Pseudoscalar      102 306 318
Pyramid      30 107
Quantum number      380
Racah coefficients      267
Racah, G.      393 395 418
Radius of convergence      156
Raetz, J.      293 418
RANGE      7 69 92
Ray      227 254
Real form (Lie algebra)      228 287
Recurrence formulas      238 244
Reduced matrix element      276
Reflection      19 305 316
Regee, T.      263 418
Reiner, L      151 416
Representation, algebra      132
Representation, group      61 219
Representation, group, alternating      117
Representation, group, bounded      219
Representation, group, continuous      213
Representation, group, dimension      61
Representation, group, double-valued      227 293 355
Representation, group, equivalent      62
Representation, group, faithful      365
Representation, group, half-integral      227
Representation, group, identity      78 120
Representation, group, induced, S      3 389
Representation, group, integral      227
Representation, group, irreducible      67 219
Representation, group, IS      6
Representation, group, left (right) regular      64
Representation, group, local      187
Representation, group, local multipliers      197
Representation, group, matrix      61
Representation, group, real      62
Representation, group, reducible      67 219
Representation, group, space      61
Representation, group, unitary      66 220
Representation, Lie algebra      186
Representation, Lie algebra, adjoint      183 322
Representation, Lie algebra, faithful      402
Representation, Lie algebra, space      186
Restricted rep      67 79
Riesz, F.      253 418
Robinson, G. de B.      117 418
Rohrlich, R      312 417
Roman, P.      312 419
Root      322 341 345 353
Rotation      18 21 26
Rotation group      18
Rotation group, improper      18 286
Rotation group, proper      18 222
Rotation, inversion      19 21 26
Rudin, W.      211 419
Ruhl, W.      305 419
Runge — Lenz vector      376
Russell — Saunders approximation      380
Rutherford, D.      117 419
scalar      102 306 318
Scattering      266
Schdenflies notation      34 60
Schiff, L.      265 419
Schroedinger equation      65 109 253
Schur lemmas      69 70 187
Schwartz, J.      165 181 187 391 417
Schweber, S.      311 419
Screw displacement      22
Selection rules      278
Self-adjoint operator      92 219 414
Sell, G.      407 418
Semidirect product      14 21
Semigroup      130
Shapiro, Z.      282 308 320 416
Sherman, T.      377 419
Sigma hyperon      372
Skew — Hermitian      173
Skew-symmetric      105 286
Slater, J.      419
Smirnov, V.      419
Space groups      53 55
Space groups, enantiomorphic      59
Space groups, nonsymmorphic      57
Space groups, symmorphic      56
Special linear group      3 171 340
Special orthogonal group      9 172 222 356
Special relativity      294 310
Special unitary group      174 222 340
Spherical function      424
Spherical harmonics      231 237 241 424
Spherical tensor      274 284 300
Spin      267 312
Spinor      307
Spinor, field      268 279 311
Spinor, rep      356 362 367
Spivak, M.      206 419
Sposito, G.      419
Square      10
Stakgold, L.      419
Standard tableau      127
Stark effect      252
Steele, D.      419
Strong interactions      370
Structure constants      167
Subalgebra      183 184
Subgroup      1 183
Subgroup, commutator      15 114
Subgroup, generated      6
Subgroup, improper      1
Subgroup, isotropy      11
Subgroup, local Lie      184
Subgroup, normal      5 185
Subgroup, one-parameter      176
Subgroup, proper      1
Sugano, S.      419
Symmetric (Hermitian) operator      108 254 414
Symmetric group      3 8 116
Symmetric tensor      105 129
Symmetry classes (of tensors)      128 141
Symmetry group      23 108
Symmetry group, complete      109
Symplectic group      174 344
Talman, L      220 419
Tanabe, Y.      419
Tangent matrix      168 207
Tangent space      207
Tangent vector      166
Tensor      128 309
Tensor product of matrices      364
Tensor product of reps      79 80
Tensor, axial      102
Tensor, contravariant      101
Tensor, field      279 311
Tensor, polar      102 252
Tensor, rank of      101
Term      383
Tetrahedral group      30 86 89
tetrahedron      30 90
Timelike vector      287
Timelike vector forward      287 321
Timelike vector, backward      287
Tinkham, M.      375 419
Trace      19
Trajectory      188
Transformation group      8 199
Transformation group, effective      193 198
Transformation group, local Lie      188
Transformation group, transitive      9
Translations      20
Transposition      117
Tricomi, F.      399 404 416
Unitary group      173 329
Upper triangular matrix      154
Van Dam. H.      415
Van der Waerden      130 419
Vector space      61 306
Vector space, invariant      67 187
Vector space, irrecl      187
Velocity transformation      295
Vilenkin, N.M.      247 419
Volume of a group      21
Volume of a group, I      212
Volume of a group, maximal (highest)      327 342 345 354
Volume of a group, positive      327 342 354
Volume of a group, vector      323 342 367
Weight      323 345 354
Weight, function      206 408
Weyl group      326 345 350 360
Weyl reflection      326 346 4 24
Whippman, M.      419
Wigner — Eckart theorem      273 275
Wigner, K      2271 258 420
World time      310
Wybourne, B.      386 391 420
Wybourne, B., Vale, P.      34 420
Young operator (symmetrizer)      121 146 333
Young tableau (diagram)      119 120 331
Zeeman effect      251
Zero operator      69
1 2
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