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Fetter A.L., Walecka J.D. — Quantum theory of many-particle systems
Fetter A.L., Walecka J.D. — Quantum theory of many-particle systems



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Íàçâàíèå: Quantum theory of many-particle systems

Àâòîðû: Fetter A.L., Walecka J.D.

Àííîòàöèÿ:

"Singlemindedly devoted to its job of educating potential many-particle theorists ... deserves to become the standard text in the field."


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1971

Êîëè÷åñòâî ñòðàíèö: 615

Äîáàâëåíà â êàòàëîã: 22.12.2013

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
"Healing distance,"      366 376
$He^3$, liquid      49 116 128 480
$He^3$, liquid, Brueckner's theory      150
$He^3$, liquid, heat capacity      148
$He^3$, liquid, zero sound      187
$He^4$, liquid      see "He II"
3-j symbol      584
6-j symbol      585—586
Addition theorem for spherical harmonics      516
Adiabatic "switching on,"      59—61 289
Adiabatic process      187
Analytic continuation      117p 297—298 302—303 493
Angular momentum, review of      581—588
Angular-momentum operator      505
Anomalous amplitudes      489
Anomalous diagrams      289
Anomalous Green's functions (bosons)      213
Anticommutation relations      16
atoms      116 121 168p 195p 503 508 546 567
BCS coherence length      426 465 469
BCS gap equation      see "Gap equation"
BCS theory      see "Superconductor"
Bernoulli's equation      496
Beta decay      350—351
Bethe — Goldstone equation      322 358—366 567
Bethe — Goldstone equation with degenerate states      569—570
Bethe — Goldstone equation, and Galitskii equations      377—383
Bethe — Goldstone equation, anomalous eigenvalue      324
Bethe — Goldstone equation, effective-mass approximation      359
Bethe — Goldstone equation, energy shift of pair      371
Bethe — Goldstone equation, ground-state energy of hard-sphere gas      371—374
Bethe — Goldstone equation, ground-state energy of hard-sphere gas, p-wave interactions      374 386p
Bethe — Goldstone equation, ground-state energy of hard-sphere gas, s-wave interactions      371—374
Bethe — Goldstone equation, hard-core, solution for      363—366
Bethe — Goldstone equation, partial-wave decomposition      386p
Bethe — Goldstone equation, power-series expansion      373—374
Bethe — Goldstone equation, s-wave      360
Bethe — Goldstone equation, self-consistent      358—360 377—378
Bethe — Goldstone equation, square-well, solution for      360—363
Bethe — Salpeter equation      131—139 219 562—565 see
Bloch wave functions      5
Bogoliubov equations for superconductor      477p
Bogoliubov replacement      200 201 203 315 489
Bogoliubov transformation      316n 326—336 527—537
Bohr radius      25
Bohr — Sommerfeld quantization relation      425 484
Boltzmann distribution      39 279
Boltzmann's constant      36
Born approximation      188 197p 219 259 345 368
Born — Oppenheimer approximation      390n 410
Bose — Einstein condensation      44 198—200 211 481
Bose — Einstein condensation and superconductors      441 446 476p
Bose — Einstein condensation, rigorous derivation of      41n
Boson approximation in shell model      526—527 576p
Bosons      7 198—223 314—319 479—499
Bosons, Bethe — Salpeter equation      219
Bosons, charged      223p 336p 500p 501p
Bosons, chemical potential      202 206 216 493
Bosons, condensate      200 493
Bosons, condensate, at finite temperature      492—495
Bosons, condensate, moving      223p 336p 501p
Bosons, condensate, nonuniform      495—499
Bosons, density correlation function      223p
Bosons, distribution function      37 218 317
Bosons, Dyson's equations      211—214 223p
Bosons, Feynman rules, in coordinate space      208—209
Bosons, Feynman rules, in momentum space      209—210 223p
Bosons, field operator      200
Bosons, Green's functions      203—215
Bosons, ground-state energy      31p 201 207 318
Bosons, hamiltonian      200 315
Bosons, Heisenberg picture      204
Bosons, Hugenholtz — Pines relation      216 220 222 223p
Bosons, interaction picture      207—208
Bosons, kinetic energy      205
Bosons, Lehmann representation      214—215
Bosons, momentum operator      204
Bosons, noninteracting      see "Ideal Bose gas"
Bosons, number operator      201—202
Bosons, perturbation theory      199 207—210
Bosons, potential energy      200 205—206
Bosons, proper self-energy      211 215 219
Bosons, temperature Green's function      491
Bosons, thermodynamic potential      37 38 202 207
Bosons, vacuum state      201
Bosons, Wick's theorem      203 223p see "Interacting
Brueckner — Goldstone theory and thermodynamic potential      288—289
Brueckner's theory      116 357—377 382—383
bulk modulus      30 390 407
Bulk property of matter      22 349
canonical ensemble      33
Canonical momentum      424—425
Canonical transformation to particles and holes      70—71 118p 332 504—508 547
Charge-density operator      188 353
Charged Bose gas      223p 336p 500p 501p
chemical potential      34 40 75 107 327 528—532 535
Chemical potential and proper self-energy      107
Chemical potential, bosons      202 206 216 493
Chemical potential, bosons, hard-sphere gas      220—222
Chemical potential, bosons, ideal      39—41 43
Chemical potential, classical limit      39—40
Chemical potential, difference in superconducting and normal state      335 453n
Chemical potential, electron gas      278 284—285
Chemical potential, fermions, hard-sphere gas      174
Chemical potential, fermions, ideal      45—48 75 284—285
Chemical potential, phonons      393 410p 485—486
Circulation      483 498
Clausius — Clapeyron equation      499—500p
Clebsch — Gordan coefficients      544 582—584
Closed fermion loops      98 103
Coefficients offractional parentage      523n 576p
Coherence length, BCS      426 465 469
Coherence length, Ginsburg — Landau theory      433 472
Coherence length, superconductor      422 426 433 472
Collective modes      171 183 193—194 538
Collision time      184
Commutation relations      12 19
Compressibility      30 222 387p 390—391
condensate      33 200 220 317 491
Condensate and superfluid density      495
Condensate in a channel      502p
Condensate, ideal Bose gas      42
Condensate, measurement of      495
Condensate, moving      502p
Condensate, surface energy      497—498
Condensate, wave function      489 492
Condensate, wave function, at finite temperature      494—495
Condensate, wave function, boundary condition      496
Condensate, wave function, Hartree equation for      490
Condensate, wave function, spatial variation of      497
Condensation energy of superconductor      419 453
Configuration space      7
Connected diagrams      113 301—302 see
Constant of the motion      59
Continuity equation      183 420 496
Contractions      87—89 238 327—329
Cooper pairs      320—326 359—360 417 441
Cooper pairs, binding energy      325 336
Cooper pairs, bound-state wave function      336p
Core-polarization potential      574 577ð
Correlation energy      29 155 163—166 169p 286—287
Correlation energy and dielectric function      154
Correlation energy and polarization propagator      152
Correlations in nuclei      362—363 365—366 572—573
Correlations, two-particle      191—192
Coulomb energy of nuclei      350
Coulomb interaction      22 188 see
Coupling-constant integration      70 231—232 280 379
Creation operators      12
Critical angular velocity      499 500p
Critical current      476p
Critical field      415 451 453 474p
Critical temperature of Bose gas      40 259—261
Critical velocity      460n 482 487 500p
Cross section, scattering      189 191 314—315
Crystal lattice      21 30 333 389 390 394—396 see
Curie's law      254p 309p 500p
Current operator      455
Cyclic property of trace      229
Damping      81 119p 181 195p 308 309p 310p
Debye frequency      333 394 395n 396 440n
Debye shielding length      279 306—308
Debye temperature      394—395 448
Debye theory of solids      389 393—395
Debye — Hueckel theory      278—281 290p
Deformed nuclei      515
Degeneracy factor      38 45
Delta function      101 246
Density correlation function      151 174 217 300—303 558
Density correlation function and polarization      153—154 302
Density correlation function at finite temperature      300—302
Density correlation function for bosons      223p
Density correlation function for fermions      194p 302 309p
Density correlation function, analytic properties      181n 302—303
Density correlation function, Lehmann representation      300—301
Density correlation function, perturbation expansion      301—302
Density correlation function, relation to polarization propagator      153 302
Density correlation function, retarded      173 194p 300—301 307
Density correlation function, time-ordered      174 175
Density fluctuation operator      111p 189
Density of $He^3$ and $He^4$      480
Density of free Fermi gas      26—27
Density of nuclear matter      348—352
Density of states      38 266—267 333 447
Depletion      221 317 488
Destruction operators      12
Deuteron      343
Deviation operator for bosons      489
Deviation operator for density      151 173 300 560
Diagrams      see "Feynman diagrams"
diamagnetic susceptibility      477p
Dielectric function      111 154 184 396
Dielectric function, ring approximation      156 163 175 180
Digamma function      580
Dipole sum rule      552 577p
Direct-product state      13 17
Disconnected diagrams      94—96 111 301 560
Disconnected diagrams, factorization of      96
Dispersion relation(s) for plasma oscillations      181—182 310p
Dispersion relation(s) for propagators      79 191 294—295
Dispersion relation(s) for zero sound      183—184
Distribution function for bosons      37 218 317
Distribution function for fermions      38 46 333—334
Distribution function for moving system      486 500p
Dyson's equations at finite temperature      250—253 412p
Dyson's equations for bosons      211—214 223ð
Dyson's equations for electron-phonon system      402—406 411p
Dyson's equations for Green's function      105—111
Dyson's equations for polarization      110—111 119p 252 271
Dyson's equations for superconductors      476p
Dyson's equations, Hartree — Fock approximation      122—123
Effective interaction      155 166—167 252—253
Effective mass in nuclear matter      356 369—370
Effective mass in superconductor      431
Effective mass of imperfect Bose gas      260
Effective mass of imperfect Fermi gas      148 168p 266
Effective mass, electron gas      169p 310p
Effective range      342—343 386p
Effective-mass approximation      359 384
Eikonal approximation      468—469 474
Electric quadrupole operator      514
Electron gas, adiabatic bulk modulus      390
Electron gas, chemical potential      278 284—285
Electron gas, classical limit      275—281 290p
Electron gas, correlation energy      29 155 163—166 169p 286—287
Electron gas, coupling to background      389 396—406
Electron gas, degenerate      21—31 151—167 281—289
Electron gas, dielectric constant      154
Electron gas, dimensionless variables for      25
Electron gas, effective interaction      155 166—167
Electron gas, effective mass      169p 310p
Electron gas, electrical neutrality      25
Electron gas, ground-state energy      32p 151—154 281—289
Electron gas, hamiltonian for      21—25
Electron gas, Hartree — Fock approximation      289p
Electron gas, heat capacity      289—290p
Electron gas, Helmholtz free energy      280 284—285
Electron gas, linear response      175—183 303—308
Electron gas, plasma oscillations      180—183 307—308
Electron gas, polarized      32p
Electron gas, proper self-energy      169p 268—271
Electron gas, screening      175—180 195p 303—307
Electron gas, single-particle excitations      310p
Electron gas, thermodynamic potential      268 273—275 278 284
Electron gas, zero-temperature limit      281—289
Electron scattering      171 188—194 348—349 557 566
Electron-phonon system, chemical potential of phonons      410p
Electron-phonon system, coupled-field theory      399—406
Electron-phonon system, coupled-field theory, Dyson's equations      402—406 411p
Electron-phonon system, coupled-field theory, Feynman — Dyson perturbation theory      399—406
Electron-phonon system, coupled-field theory, proper electron self-energy      402 411p
Electron-phonon system, coupled-field theory, proper phonon self-energy      402 411p
Electron-phonon system, coupled-field theory, vertex part      402—406
Electron-phonon system, equivalent electron-electron interaction      401—402
Electron-phonon system, Feynman rules for T=0      399—401
Electron-phonon system, field expansions      396—397
Electron-phonon system, finite-temperature properties      412p
Electron-phonon system, ground-state energy shift      399 411p
Electron-phonon system, hamiltonian      398
Electron-phonon system, interaction      320 396—399 417
Electron-phonon system, linear response      412p
Electron-phonon system, Migdal's theorem      406—410
Electron-phonon system, phonon field      410p
Electron-phonon system, phonon Green's function      400 402 411p
Electron-phonon system, screened coulomb interaction      397
Electron-phonon system, superconducting solutions      440n 476p
Electronic mean free path      425
Electronic specific heat      395n
Energy gap in nuclear matter      360 383—385 388p
Energy gap in nuclei      385 526 533
Energy gap in superconductors      320 330 417 447—449
Ensemble average      36
entropy      34—35
Entropy of an ideal quantum gas      49p
Entropy of He II      486
Entropy of ideal Fermi gas      48
Entropy of imperfect Fermi gas      265—266
Entropy of superconductor      419 476p
Equation of state      187
Equation of state of electron gas      30 278—281
Equation of state of ideal Bose gas      39 42
Equation of state of ideal classical gas      39
Equation of state of ideal Fermi gas      45 46 47—48
Equation of state of ultrarelativistic ideal gas      49p
Equations of motion, linearization      440—441 538—543
Equilibrium thermodynamics and temperature Green's function      227 229—232
Equipartition of energy      394—395
Euler's constant      580
Exchange energy      29 94 126—127 168p 354
Excitation spectrum      81
Excitation spectrum in normal state      334
Excitation spectrum in superconductors      334 334n
Excitation spectrum interacting Bose gas      217 317
Exclusion principle      see "Pauli exclusion principle"
Extensive variables      29 35
External perturbation      118p 122 172 173 253p 298 303
Factorization of ensemble averages      441 457
Fadeev equations      377
Fermi gas, interacting      see "Hard-sphere Fermi gas" "Interacting
Fermi gas, noninteracting      see "Ideal Fermi gas"
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