Itzykson C., Drouffe J-M. — Statistical field theory. Vol. 1 :: Электронная библиотека попечительского совета мехмата МГУ

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Itzykson C., Drouffe J-M. — Statistical field theory. Vol. 1

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Название: Statistical field theory. Vol. 1

Авторы: Itzykson C., Drouffe J-M.

Аннотация:

This two-volume work provides a comprehensive and timely survey of the application of the methods of quantum field theory to statistical physics, a very active and fruitful area of modern research.

Язык:

Рубрика: Физика/Термодинамика, статистическая физика/Квантовые методы/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1989

Количество страниц: 411

Добавлена в каталог: 11.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

Painleve equations      98
Parisi, Sourlas      686 715
Parisi, Wu Yong Shi      486
Pasquier      579 588 595
path integral      12
Peierls’ argument      432
Perimeter law      345
Perturbation theory      242
Perturbative renormalization      264
Peter — Weyl theorem      427
Pfaffian      57
Phenomenological renormalization      224
Pippard — Ginsberg      165
Planar approximation      703
Planar limit      805
plaquette      60 331
Poisson distribution      665
Poisson formula      204 580
Polyakov      738 779 780 798
Polyakov loops      469
Potts model      176 557 595
Power counting      261
Primary divergent diagrams      262
Primary field      512
Pseudofermion method      494
Quadratic differential      518
Quantum Chroinodyuamics      329 490
Quantum Hall effect      675
Quasiprimary field      512
Quenched approximation      491
Radial quantization      521
Radius of gyration      801 804
Random geometry      738
Random lattice      664 739
Random matrices      690
Random number generator      463
Random potential      647 679
Random surfaces      764
Random walk      1
Real space renormalization      162 168
Regge      768
Relevant operators      174
Renormalization flow      213 270
Renormalization group      270
Renormalized Green functions      265
Replica trick      658
Reproducing kernel      684
Resolvent      680
Ricatti equation      649
Riemann — Christoffel symbol      785
Riemann’s $\zeta$ function      569
Roots      620
Roughening transition      91 205 385
Scaling dimension      505
Scaling fields      174
Scaling hypothesis      165
Scaling laws      162
Scaling regime      89
Schwarzian derivative      517 551
Schwinger functions      238
Schwinger term      631
Second order phase transition      70
Self-avoiding walk      31
Semicircle law      690 708
Shankar      721 729
Simply laced Lie algebra      579
Sine — Gordon model      206
Six vertex model      554
Slater determinant      698
Solid on solid (SOS) model      82 205 386

Spherical model      140
Spin wave approximation      197
Spontaneous magnetization      61 72
Spontaneous symmetry breaking      112
Staggered Kogut — Susskind fermions      399
Star-triangle transformation      183
Stochastic quantization      486
String tension      344 385
Strong coupling expansion      371
Strong coupling series      33
Sugawara      634
Sum over paths      9 27
Sum over surfaces      780
Super-renormalizability      262
Super-Shwarzian derivative      615
Superconformal algebra      613
Superficial convergence      262
Superfield      683 718
Supersymmetry      682
Surface tension      85
Swendsen      456 482
Szegoe’s lemma      74 76
Tadpole graph      244
Teichmuller space      786
Thermalization time      460
Thermodynamic limit      23
Toeplitz matrix      74
Topological complex      345
Transfer matrix      37 62 136
tree diagrams      154 248
Triangulated manifold      765
Tricritical lsing model      618
Universality      33
Upper critical dimension      144
Vacuum diagrams      244
Vandermonde determinant      77
Verina module      526
Vertex functions      23!)
Vertex operator      5.VI
Villain action      204 332
Virasoro algebra      521 523
Virasoro diameters      547
Virial theorem      663
von Neumann — Wigner theorem      734
Vortices      107 201 553
Ward identity      145 508 513
Ward — Slavnov identity      337
Watson’s quintuple product      611
Wavefunction renormalization      264
Wegner      679
Weierstrass function      612
Weights      624
Weinberg’s theorem      274
Wess — Zumino — Witten model      626
Weyl character formula      625
Weyl group      622
Weyl invariance      782
Wick ordering      247 536
Wick’s theorem      24 57 94 99 243 434
Wigner      647 690
Wilson      233 235 290 311 328 456 482
Wilson fermions      396
Wilson loop      344 765
Wilson’s action      331
Wulff construction      89
XY-model      193 594
Yang      75
Yang, Mills      328 335
Zamolodchikov      436 587 808
’t Hooft      703
’t Hooft loop      352

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