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Hatfield B. — Quantum field theory of point particles and strings
Hatfield B. — Quantum field theory of point particles and strings



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Название: Quantum field theory of point particles and strings

Автор: Hatfield B.

Аннотация:

The purpose of this book is to introduce string theory without assuming any background in quantum field theory. Part I of this book follows the development of quantum field theory for point particles, while Part II introduces strings. Allof the tools and concepts that are needed to quantize strings are developed first for point particles. Thus, Part I presents the main framework of quantum field theory and provides for a coherent development of the generalization andapplication of quantum field theory for point particles to strings.


Язык: en

Рубрика: Физика/Квантовая теория поля/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1998

Количество страниц: 734

Добавлена в каталог: 10.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Stress-energy tensor, bosonic string      494
String scattering amplitudes      657
String scattering amplitudes, conformal dependence      660 670
String scattering amplitudes, duality      664
String scattering amplitudes, tachyon 1-loop amplitude      667
String scattering amplitudes, tachyon tree amplitude      663
String scattering amplitudes, Virasoro — Shapiro amplitude      663
String susceptibility      675—676
String theories, $\hbar$ not fundamental      486
String theories, natural units      477 486
String theories, spontaneous breakdown of general coordinate invariance      485
Structural equations      559 560
STUFF      610
Super first structural equation      701
Super heat kernel      715 716
Super heat kernel, perturbative expansion      715
Super Laplacians      707
Super Laplacians, in superconformally flat gauge      707—708
Super second structural equation      702
Super Weyl transformation      695
Superconformal anomaly      717 718
Superconformal anomaly, component form      718
Superconformal anomaly, supersurface form      717
Superconformal gauge      697
Superconformal gauge, in terms of superzweibein      705 707
Superconnection      701
Superconnection, in superconformally flat gauge      705
Supercovariant derivative      699 701
Supercovariant derivative, in superconformally flat gauge      705
Supercurrent      695
Supercurvature      701
Superdeterminant      702—703
Superdeterminant, regularized      713
Superdiffeomorphism      698
Superficial degree of divergence, QED      378
Superficial degree of divergence, self-interacting scalar field      369
Superfield      698
Superfield Grassmann expansion      699
Superfield, component form      700
Superfield, transformation      698
Superstrings, Faddeev — Popov procedure      710—712
Superstrings, partition function      708
Superstrings, partition function (genus 0)      708 709 713 717 718
Superstrings, RNS action      693
Superstrings, RNS action (Euclidean)      696
Superstrings, RNS action (supersurface)      702
Superstrings, RNS gauge-fixed action      697
Supersurface      698
Supersurface, flat metric      698
Supersurface, supercoordinate      698
Supersurface, superdiffeomorphism      698
Supersurface, superfield      698
Supersymmetric Liouville action      718
Supersymmetry, generator      698—699
Supersymmetry, global world-sheet transformation      697
Supersymmetry, local world-sheet transformation      694
Supersymmetry, superdiffeomorphism      698
Supertorsion      701
Supertorsion, constraints      702
Supertrace      702
Superzweibein      700
Superzweibein, for flat superspace      703
Superzweibein, for superconformally flat superspace      705
Superzweibein, inverse      702
Superzweibein, transformation under super Weyl      705
Superzweibein, transformation under superdiffeo-morphism      704
Surjective (onto)      539
Tangent bundle      543 551
Tangent space      543
Tangent space transformation, super generators      701
Teichmuller space      578 588
Teichmuller space, dimension      596
Teichmuller space, parameters      633
Teichmuller space, relation to moduli space      578
Teichmuller space, torus      581—582
Tensor product      558
Time reversal      105
Time-evolution operator      302
Time-evolution operator, free Dirac field      318
Time-evolution operator, free scalar field      307 308
Time-evolution operator, limit leading to Z[J]      311—312
Time-evolution operator, path integral rep      307
Time-evolution operator, single fermionic mode      319—326
Time-evolution operator, with sources      310
Time-ordered products      130
Time-ordered products, generating functional for connected diagrams, W[J]      332 334 339
Time-ordered products, generating functional for interacting scalar field      182 330
Time-ordered products, perturbative expansion      132 163 227 330 339
Time-ordering operator      53
Topological space      538
topology      538
Torelli group      600
Torsion      692—694
Transition functions      541
Transverse $\delta$-function      83
Triangle diagram      424
Types      482—484
U(1) problem      422—423
U-matrix      125
Uniformization theorem      577
Univalent      564
Universal covering surfaces      577
Vacuum polarization, and Coulomb's law      380 407
Vacuum polarization, evaluation      392—394
Vacuum polarization, physical interpretation      406
Vacuum polarization, regularized      392
Vacuum wave functional, $\lambda\varphi^{4}$      233—234 458 460
Vacuum wave functional, bosonic string      521 522
Vacuum wave functional, bosonic string, regularized      523
Vacuum wave functional, exact, unnormalizable for Yang — Mills      252
Vacuum wave functional, free electromagnetic field      215—216
Vacuum wave functional, free scalar field theory      201—203 210 309
Vacuum wave functional, free spinor field theory      220 322
Vacuum wave functional, Yang — Mills      247 251
Vacuum-to-vacuum amplitude, Z, $\lambda\phi^{4}$(1-loop)      455
Vacuum-to-vacuum amplitude, Z, $\lambda\phi^{4}$, perturbative expansion      330
Vacuum-to-vacuum amplitude, Z, bosonic string      603 631 638 639 641 643 644 645 671
Vacuum-to-vacuum amplitude, Z, free photon field      315—317
Vacuum-to-vacuum amplitude, Z, free scalar field      182 312
Vacuum-to-vacuum amplitude, Z, free spinor field      322 327
Vacuum-to-vacuum amplitude, Z, interacting scalar field      445
Vacuum-to-vacuum amplitude, Z, loop expansion      374
Vacuum-to-vacuum amplitude, Z, QED      336
Vacuum-to-vacuum amplitude, Z, superstring      708 717 718
Vacuum-to-vacuum amplitude, Z, Yang — Mills      357
Vector field      544
Veneziano model      482
Vertex correction, and anomalous magnetic moment      412—417
Vertex correction, evaluated      395—396
Vertex correction, regularized      395
Vertex correction, renormalized      400 412
Vertex operators      656 657
Virasoro algebra      516 529—530
Virasoro — Shapiro amplitude      663
Ward — Takahashi identities      173—174 403—404 420
Wave function renormalization, introduced      368
Wave function renormalization, QED      402
Wedge product      558
Weierstrass normal form      583
Weil — Petersson metric      596
Wick rotation      604
Wick's theorem      136
Wilson loop      480 677 682
Wilson loop, confinement criterion      677
Wilson loop, equation of motion      678
Wilson loop, functional integral approximations      679
Wilson loop, relation to static quark potential      677—678
Winding number of a gauge transformation      423
Yang — Mills, 1/N expansion      680—683
Yang — Mills, exact, unnormalizable solution      252
Yang — Mills, Faddeev — Popov procedure      354—356
Yang — Mills, Gauss's law constraint      245
Yang — Mills, perturbed wave functional      251
Yang — Mills, Schrodinger rep      244
Yang — Mills, temporal gauge      244
Yang — Mills, vacuum-to-vacuum amplitude      357
Zeta-function regularization      615
Zweibein      689
Zweibein orthonormality      689
Zweibein, completeness      689
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