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| Held A. (ed.) — General Relativity and Gravitation: One Hundred Years After the Birth of Albert Einstein, Vol. 2 |
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Íàçâàíèå: General Relativity and Gravitation: One Hundred Years After the Birth of Albert Einstein, Vol. 2
Àâòîð: Held A. (ed.)
ßçûê: 
Ðóáðèêà: Ôèçèêà/
Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö
ed2k:
Ãîä èçäàíèÿ: 1980
Êîëè÷åñòâî ñòðàíèö: 558
Äîáàâëåíà â êàòàëîã: 26.01.2009
Îïåðàöèè: Ïîëîæèòü íà ïîëêó |
Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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| Ïðåäìåòíûé óêàçàòåëü |
Metrics and cosmologies, Einstein 455 457
Metrics and cosmologies, Friedman 458 460
Metrics and cosmologies, Godel 455
Metrics and cosmologies, Harrison 528 531
Metrics and cosmologies, Hauser and Malhiot 431 432
Metrics and cosmologies, II 451 452
Metrics and cosmologies, III 451 452 457
Metrics and cosmologies, Kantowski and Sachs 455
Metrics and cosmologies, Kasner 455 457
Metrics and cosmologies, Ken and Debney 457
Metrics and cosmologies, Ken-NUT 436
Metrics and cosmologies, Kerr 426 436 455 462
Metrics and cosmologies, Matravers 436
Metrics and cosmologies, Melvin 455 531
Metrics and cosmologies, N 423 427 435 452 457 553
Metrics and cosmologies, Petrov’s conformally separable 456
Metrics and cosmologies, Riessner — Nordstrom 455 462
Metrics and cosmologies, Robertson — Walker 271 304 456
Metrics and cosmologies, Robinson — Trautman 554
Metrics and cosmologies, Sato — Tomimatsu 531
Metrics and cosmologies, Schwarzschild 267 454 460 462
Metrics and cosmologies, Takeno and Kitamura 455
Metrics and cosmologies, Taub-NUT 451 454 531
Metrics and cosmologies, Taub’s plane symmetric 455
Metrics and cosmologies, Wier 432—434
Minimal surface 190
Minimal variety 461
Minisuperspace 83
Momentum see “Constraints” “Energy-momentum” “Stress-energy”
Momentum of an asymptotically flat space-time 81
Momentum, conjugate 33
Moncrief splitting 65 132
Naked singularity 270 (see also “Cosmic censor hypothesis”)
Newman — Penrose formalism 394 422 531 532
Noether currents 311 315 360 367 370 373 375
Noether’s theorem 228 235 331 472—475
Noether’s theorem and Poincare transformation 334
Normal spaces 465
Null infinity 482—485
Null infinity, energy at 483 487—488
Number operator 257
Optical parameters 483 (footnote)
Ordering of noncommuting factors 244
Ordering, normal 258
Orthonormal tetrads, general relativity expressed in 350—353
Palatini formalism 310
PAST 101
Past, spatial point 102
Path, causal 101
Path, closed timelike 44
Path, timelike 101
Pauli term 375
Pauli — Villars regularizetion 282
Phase space 34
Phase space and global choice of gauge 44
Phase space and gravitational degrees of freedom 64
Phase space and symplectic structure 42 65 242
Phase space, Poisson brackets for 43
Phase space, reduced 41 242
Planck thermal spectrum 19 267
Poincare group see “Gauge theory”
Poincare group as gauge group 309—313 317 329—355
Poincare group, Lie algebra of 334 336 568
Poincare group, local transformations 335
Point splitting 282
Poisson bracket 34 69 201 207 239 247
Poisson bracket for reduced phase space 43
Poisson bracket for two gauge generators 209
Polynomials, factoring of with computer 506
Pontryagin invariant 299
Positive mass conjecture 173—193
Positive mass conjecture in supergravity 382—385
Principal bundle 289 292 321
Principal bundle, connection on 292
Principal bundle, horizontal subspace 292
Principal bundle, parallel transport on 290
Principal bundle, vertical subspace 292
Principal of equivalence 227
Principal of equivalence, algorithm for 533
Projection operators 27 409 546
QCD (Quantum chromodynamics) 316
Quantum field theory reviewed 255—261
Quasilinear hyperbolic system 117
Quasinormal separable coordinates 398
Quasiobservables 246—251
Radiation, entropy of 265
Radiation, Rayleigh — Jeans distribution for 19
Radiation, stimulated emission of 18—20
Radiation, thermal (Planck) spectrum 19 267
Radiation, Wien’s distribution 19
RAM (ridicuously able manipulator) 534
Rayleigh — Jeans distribution 19
Regge trajectories 316
Regularizetion 264 278 362 385 “Divergence” “Renormalization”)
Regularizetion, adiabatic 282
Regularizetion, Pauli — Villars 282
Regularizetion, survey of methods 281—283
Renormalization 258 262 310 “Divergence”)
Renormalization of stress-energy tensor 273—383
Ricci tensor [Ricc(g)] 99
Riemann tensor [Riem(g)] 99 (see also “Curvature”)
Riemann tensor [Riem(g)] in anholonomic coordinates 351
Riemann — Cartan space-time see “ space-time”
Riemannian manifold as submanifold of Euclidian space 441 (see also “Manifold”)
Riessner — Nordstrom stress-energy tensor 278 (see also “Metrics and cosmologies”)
Rigidly rotating disk 1—14
Rindler observer 269
Robertson — Walker stress-energy tensor 271 (see also “Metrics and cosmologies”)
Rotation gauge potential 334
Scalar field, quantum field theory of 255—261
Scale of electric charge 146 147
Scale, equation 147 150
Schouten — Nijenhuis brackets 399
Schroedinger equation 281
Schwarzschild stress-energy tensor 267 (see also “Metrics and cosmologies”)
Sciama — Kibble theory 305 (see also “ECSK” “Einstein
Second fundamental form 445 446 447 459
Section of a bundle 289
Segre-characteristics 420 422 427 428 431 433
Self-intersection 422 (footnote)
Separability of second-order equations 414—417
Separability of wave equation 416
Separability, conditions, first-order 402
Separability, degenerate structures 407
Separability, regular structures 497
Separability, structure, class of 398
Separability, structure, class of, in pseudo-Riemannian manifolds 395—417
Separability, structure, class of, in space-time 417—437
Separability, structure, class of, locally orthogonal 400
Separability, trivially 409
Separability, with respect to the pair (a, X) 409
Separable canonical coordinates 396
Separable chart 397
Separable coordinates 397
Separable coordinates, normal 406
Separable spaces, Petrov’s conformal 456
Separable, conformally 456
Shear 487 (footnote)
Shift vector 32 46 61 73 81 90 99 108 113 327
Singularity, naked 270
Singularity, string 289
Sobolev spaces 133
soldering 291 299 301 311 572
Source, derivative coupled 51
Source, Einstein equation with 107
Source, Einstein equation with, Yang — Mills 214
Source, nonderivative coupled 52 203
Source, tensor field 49—54
Space, normal 465
Space-times see “Metrics and cosmologies”
| Space-times, spatially homogeneous 87 554
Space-times, spinning 577
Space-times, with intrinsically conformally flat foliation 90
Spatially homogeneous space-times 87 554
SPI 486
Spin 216 558
Spin and statistics 558
Spin, current 311
Spin, droplet with intrinsic 349
Spin, tensor 337
Spin-3/2 field 377—379
Spin-5/2 field 368
Spin-spin interaction 310 372
Spinning dust 303
Spinning particle as example of supersymmetry 365
Spinning space-time 577
Spinor, Grassmarin 330
Spinor, Killing 422 432
Spinor, representation of GL(4R) 314
Spinor, Weyl 424
Spontaneous fibration 310 324—327
Spontaneous symmetry breaking 297
Stability, Cauchy 115
Stability, group 296
Stability, linearization 65 121—136
Stackel’s theorem 399
Static space-times, vacuum of 260
Stimulated emission of radiation 18—20
Stress-energy tensor and embedding class 458
Stress-energy tensor for de Sitter space 272 279
Stress-energy tensor for Einstein universe 272
Stress-energy tensor for Robertson — Walker space 271
Stress-energy tensor for two-dimensional model 261—265
Stress-energy tensor of a Riessner — Nordstrom black hole 278
Stress-energy tensor of free scalar field 256
Stress-energy tensor of Schwarzschild metric 267
Stress-energy tensor, canonical 541 550
Stress-energy tensor, renormalization of 273—283
Stress-energy tensor, renormalized for conformally trivial case 271
Strictly decomposable metric 429 (footnote)
String 216
String, singularity 289
Strong gravity component see “Confinement potential”
Structure constants 209—211 (see also “Lie algebra”)
Structure functions 322 (see also “Lie algebra”)
Structure group 289
Super-Hamiltonian 35 77
Super-Hamiltonian of the tilt variety 76
Super-Hamiltonian, gravitational part 78
Super-Poincare algebra 569
Supergeometric objects (torsion, fields, etc.) 577—584
Supergravity 216 318—320 557—584
Supergravity and nonminimal coupling to the Maxwell field 576
Supergravity and positive energy 382—385
Supergravity, action 62 370—371
Supergravity, action, with cosmological term 373
Supergravity, closed loops in 385—389
Supergravity, conformal 265 269 283 284 571—
Supergravity, coupled to matter 374
Supergravity, equations of motion 371
Supergravity, extended 216 318—320 557—584
Supergravity, Hamiltonian form 376—381
Supergravity, linearized 368—370
Supergravity, torsion and 371 562
Superluminal velocity 9 385
Supermomentum 35 76 486
Superpotential, Einstein 477 478
Superpotential, Komar 476 477
Superpotential, Landau and Lifshitz 477
Superspace 84 577—584
Supersymmetry 365—374
Supersymmetry, extended 366
Supersymmetry, global 365—370 558—560
Supersymmetry, local 326 560—562
Supersymmetry, realizations on a global scale 366—369
Supertranslations 159 478
Symmetry and canonical analysis 83 207
Symmetry, 3 + 1 decomposition of space-time 57
Symmetry, global 229 331
Symmetry, group of relativity 227
Symmetry, local 229 326 331
Symmetry, spontaneous breaking of 297
Symplectic manifold 42 65 242 395
Symplectic manifold on constraint hypersurface 242
Tachyon 9 385
Tamburino — Winicour energy 484
Taub, conserved quantities 131
Teleparallelism 341 346
Telephone 7
Tensor as source field 49—54
Tensor, 3 + 1 decomposition 27
Tensor, Bel — Robinson 388
Tensor, Brill — Hartle averaging of 551
Tensor, calculus of conformal supergravity 574
Tensor, conformal Killing 422 432
Tensor, curvature 335
Tensor, curvature in anholonomic coordinates 351
Tensor, decomposition of symmetric tensor 139
Tensor, Killing 399
Tensor, Killing — Yano 426
Tensor, manipulation on computer 514
Tensor, projection 546
Tensor, Ricci 99
Tensor, Riemann 99
Tensor, spin 337
Tensor, torsion 335
Tensor, Trautman 310
Tensor, Weyl (conformal), null tetrad scalars of 483
Thin sandwich formulation of initial value problem 25 (footnote)
Three-fermion term 220
Tilting of hypersurface 73
Timelike path 104
Timelike path, closed 44
Topological invariant 299 (see also “Atiyah — Singer index theorem” “Chern “Pontryagin
Torsion and supergravity 371 562
Torsion, 1-form 56
Torsion, dynamic 63
Torsion, induced by gravitinos 562—564
Torsion, tensor 335
Torsion, tensor, modified 340
Torsion, vector 446 447 459
Torus 190
Torus, Gauss equation for the 2-torus 191
Trace anomaly see “Conformal anomaly”
Transition function 295
Transitivity, surfaces of 418
Translation gauge potential 334
Translational gauge limit of a Poincare gauge theory 341—343
Translational gauge limit of a Poincare gauge theory and Schwarzschild metric 345—347
Translational gauge limit of a Poincare gauge theory in the weak-field approximation 343— 345
Trautman tensor 310
Tree gravity 361
TT (transverse-traceless) free spin-3/2 field 377
TT parts of the linear spin-2 field 66
TT tensors 179
Twistor equation 422 (footnote)
Two-dimensional model (quantization) 261—270
Two-timing, method of 534—554
t’Hooft — Polyakov solution 298
Ultralocal solution 203 204
Ultraviolet divergence 258 279
Unitary violations 364
Vacuum state 257
Vacuum state and static space-times 260
Variables, first class 241 242
Variational Principle see “Action”
Vector, compensating field in gauge theory 332
Vector, Hamiltonian, field 395
Vector, left (right) invariant field 395
Vector, torsion 446 447 459
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