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Zinn-Justin J. — Quantum field theory and critical phenomena
Zinn-Justin J. — Quantum field theory and critical phenomena



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Название: Quantum field theory and critical phenomena

Автор: Zinn-Justin J.

Аннотация:

This work, which does not claim to shed any light on any difficult problems, simply tries to describe particle physics and critical phenomena in statistical mechanics in a unified framework.


Язык: en

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

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1989

Количество страниц: 914

Добавлена в каталог: 11.10.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Nilpotency      492
Noether’s theorem      280
Noise      380
Non-abelian anomaly      478
Non-Borel summability      906
Non-linear $\sigma$-model      288 647
Non-linear $\sigma$-model, finite size effects      713
Non-local conserved currents      345
Non-relaxational model      694
Non-Tenormalisable theories      145
Normal-ordering      41 201
O(2) non-linear $\sigma$-model      661
One particle irreducibility (1PI)      127
Operator insertion: renormalization      231 236
Operator insertions, CS equations      234
Operator insertions, power counting      148
Operator product expansion (OPE)      240
Order dependent mappings      846
Order parameter      502
Ornstein and Zemike form      524
Overlapping divergences      177
Pade approximants      843
Parallel transport      331 336 440 731
Parity      see “Reflections”
Partition function      33 36
path integral      22 24 42 64 71
Pauli matrices      103
Pauli — Villars regularization      151 294 412
Percolation      532
Periodic boundary conditions      33 36 699
Perturbation theory      3 16 34 42 55 66 87 99
Pfaffian      15
Phase space      24
Plaquette action      414 732
Poisson brackets      24
Polymers (statistical properties)      621
Potts model      532
Power counting      146
Propagator      86
Proper time method      151
Proper time regularization      165
Proper vertices      117
Quadratic symmetry breaking      264
Quantization      68
Quantum chromodynamics (QCD)      462
Quantum electrodynamics (QED)      408 435
Quantum electrodynamics, compact QED      740
Quantum electrodynamics, large order behaviour      876
Quantum Jump      811
Quantum sine-Gordon field theory      661
Quark masses      461
Quartk anharmonic oscillator      770
Quasi-instanton solutions      878
Quenched approximation.      745
Random magnetic field      375
Real time formalism      42
Redundant operators      545
Reflection henniticity      109
Reflections      107
Regularization dimensional      158
Regularization lattice      155 411
Regularization Pauli — Villars      151
Regulator fields      152
Relaxation, rates      682
Relevant operators      544
Renormalizable theories      146
Renormalization      140
Renormalization conditions      174
Renormalization constants      172
Renormalization group      540
Renormalized action      172
Renormalized action, gauge theories      451
Renormalized correlation functions      179
Renormalized field      172
Renormalized parameters      171
Renormalons      643 865
Response functions      683
RG $\beta$-function      349 464
RG $\beta$-function Yukawa interaction      229
RG equations, abelian gauge theories      435
RG equations, bare theory      551 565
RG equations, homogeneous      196
RG equations, non-abeUan gauge theories      462
RG functions at two-lcops      220 223
Ricci tensor      332
Riemann curvature tensor      332
Riemannian manifolds      27 69 204 309 326 393 824
Rigid rotator      51 716
Rigid symmetry      254
Roughening transition      740
S-matrix      43 55 85 206
S-matrix gauge independence      500
Saddle points      3 40
Scalar curvature      332 335
Scale invariance      853
Scaling equation of state      see “Equatioi of state”
Scaling laws      554 565 507 568
Scattering      207
Schwinger model      748
Screening length      667
Second order phase transition      521
Self-avoiding random walk      626
Self-duality equations      826
Semiclassical expansion      121
Semiclassical vacuum      828
Shifting method      787
Short distance expansion (SDE)      240 578
Short distance expansion (SDE), RG equations      245
Sine-Gordon equation      662
Skeleton diagram      176
Slavnov — Taylor (ST) symmetry      358 382 486
Sobolev inequalities      814
Soliton      665 770
Specific heat      567
Spin group      105
Spin-statistics connection      113
Spinors      104
Spontaneous magnetization      522
Spontaneous symmetry breaking      262 292 817
Stabilizer      289
staggered fermions      158
Standard Model of weak and coupling to quarks      460
Standard Model of weak and couplings to leptons      458
Standard Model of weak and electromagnetic interactions      456
Steepest-descent      3 121
Stereographic mapping      869
Stochastic differential equations      57
Stochastic dynamics      444
Stochastic field equations      372
Stochastic process      512
Stochastic variables      365
Stratanovich convention      69
Streaming force      683
Stress tensor      284
String tension      740
Strong coupling expansion      739
Strong CP violation problem      829
Strong scaling      557
Summation methods      843
Super-diagrams      399
Super-renormalizable case      145 201
Superficial degree of divergence      142
Superfiuid transition      621
Supersymmetry      358 371 387 684
Surface tension      722
Susceptibilty      522
Symmetric spaces      343 453 659
Symmetry breaking, linear      258
Symmetry breaking, quadratic      264
Symmetry restoration      823
Temporal gauge      429 446 736
Tensors      329
Thirring model      672
Thirring model SU(2) invariant      677
Time-ordered product      37 56
Topological charge      826
Topological properties      477
Topological quantities      827
Transfer matrix      20 504
Transport coefficients      682
Tree level action      172
Triviality of the $\phi_4^4$ field theory      755
Twist      250
Two-point correlation function      38 227
U(l) problem      480 829
Uniaxial ferromagnet      594
Unitarity relations      419
Unitary gauge      408 423 453
Universal critical behaviour      550
Universality      503 543
Universality classes      543
Upper critical dimension      586
UV fixed points      753
UV singularities      135
VACUUM      85
Van Vleck’s formula      790 800
Vielbein      70 340:
Vortex excitations      671
W-boson      457
Ward — Takahashi (WT) identities      252 255 296 388 451
Weak angle $\theta_W$      457
Weak interactions      see “Standard Model”
Weinberg’s theorem      192
Wess — Zumino consistency conditions      482
Wick’s theorem      2 5 34 88
Wigner quantization      23
Wilson’s fermions      157
Wilson’s loop      730
XY-model classical 2D      674
Yang — Lee edge singularity      136
Yang — Mills field      441
Yukawa interaction      225 461
Z-boson      457
zero modes      704
‘t Hooft gauge      455
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