√лавна€    Ex Libris     ниги    ∆урналы    —татьи    —ерии     аталог    Wanted    «агрузка    ’удЋит    —правка    ѕоиск по индексам    ѕоиск    ‘орум   
blank
јвторизаци€

       
blank
ѕоиск по указател€м

blank
blank
blank
 расота
blank
Konopleva N.P., Popov V.N. Ч Gauge Fields
Konopleva N.P., Popov V.N. Ч Gauge Fields

„итать книгу
бесплатно

—качать книгу с нашего сайта нельз€

ќбсудите книгу на научном форуме



Ќашли опечатку?
¬ыделите ее мышкой и нажмите Ctrl+Enter


Ќазвание: Gauge Fields

јвторы: Konopleva N.P., Popov V.N.

јннотаци€:

Translation of Kalibrovochnye polya. Includes bibliographical references and index.


язык: en

–убрика: ћатематика/

—татус предметного указател€: √отов указатель с номерами страниц

ed2k: ed2k stats

√од издани€: 1981

 оличество страниц: 264

ƒобавлена в каталог: 09.06.2006

ќперации: ѕоложить на полку | —копировать ссылку дл€ форума | —копировать ID
blank
ѕредметный указатель
Affine connection      34 114
asymptotic freedom      36
Base (of a fiber space)      18Ч19 98
Cabibbo angle      45
Characteristic classes      132
Charm      36 46
Charmonium      36
Chern classes      132Ч135
Chiral symmetry      38
COLOR      36
confinement      36
Connection coefficients      4Ч9 11 21 110
Connection coefficients of a fiber space      116Ч117
Connection coefficients, gauge fields as      112
Connection coefficients, nonsymmetric      101Ч102
Connection forms      110
Conservation laws in general relativity      90
Conservation laws in isoperimetric problems      83
Conservation laws, for electrodynamics of a medium      197
Conservation laws, integral      97 91Ч99 107
Conservation laws, proper      63
Conservation laws, strong      19 93Ч94 63
Conservation laws, weak      19 63
Covariant derivative      21 29 33 117Ч118
Currents in Noether's first theorem      97
Currents, anomalous      133
Currents, improper      93Ч94 98
de Sitter group      86 93
Defects (In a medium)      129Ч132
Diagrammatic technique, for a real scalar field      183Ч187
Diagrammatic technique, for the gravitational field      220Ч223
Diagrammatic technique, for Yang Ч Hills fields      204Ч207 211Ч213
Diagrammatic technique, in quantum electrodynamics      199
Differential forms      105
Dual models      37
Electrodynamics of a medium      153Ч160
Embedding      99 149Ч150
Energy-momentum tensor, for electrodynamics      156Ч160
Energy-momentum tensor, of a gauge field      148
Equivalence, principle of      6
Erlanger Programm      14
Evolution operator      173
Exterior derivative      106
Exterior product      105Ч106
Extremal      57
Faddeev model      235Ч239
Fiber      10 18Ч19 98
Fiber space      3Ч4 10 17 19 98 114
Fiber space, associated      114
Fiber space, connection coefficients of      116Ч117
Fiber space, covariant derivatives in      117Ч118
Fiber space, curvature tensor of      118Ч119
Fiber space, holonomy group of      121Ч122
Fiber space, principal      114
Fiber space, tangent      31
Force, concept of      12
Galilean group      12
Gauge fields and the structure of space-time      139Ч148
Gauge fields, classification of      120Ч122 132Ч139
Gauge fields, concept of      2 9
Gauge fields, motion of particles in      148Ч149
Gauge fields, non-Abelian      36
Gauge fields, quantization of      190
Gauge invariance, local      2Ч3 8 21
Gauge transformations      7
General covariant transformations      12 15
General relativity      84Ч95
Generating functional      180 193 198
Geodesics      97Ч98
Geometrodynamics      102Ч103
Geons      103
Gluons      36 48
Goldstone model      240
Gravitation, as a gauge theory      31Ч34 103Ч104 145Ч148
Gravitation, as a gauge theory in strong interactions      41
Gravitation, as a gauge theory, quantum theory of      214Ч231
Green's functions      180Ч183 193 198Ч201 203 210Ч213
Group      1
Group, transitive      98
Harmonicity conditions      216
Higgs mechanism      44Ч49 80Ч81 232
Holonomy group      99 120Ч129
Homogeneous space      14
Homotopy group      120 130
Horizontal paths      116
Inertial system      12 97Ч98
instantons      27Ч28 100 135Ч137 148
Interactions, geometrization of      3Ч4 15Ч18 97
Interactions, hierarchy of      43Ч44 99
Isoperimetric problems      76Ч80
Isoperimetric problems, conservation laws in      83
Isospin      9
Isospin invariance, local      9Ч10 21
Killing vector      86
Kinks      138
Lagrangian derivative      57
Lagrangians, construction of      65Ч67 73Ч76
Lie derivative      85Ч86
Lorentz group      12
Mass generation      80Ч83 232
Mass splittings      43Ч44
Maxwell's equations      106Ч107
Mechanical systems, canonical quantization of      172Ч173
Mechanical systems, Hamiltonian formalism for      166Ч172
Mechanical systems, path integral for      173Ч178
Minkowski space      11
Mixing angle      45
Monopoles, magnetic      26Ч27 133Ч135 248
Neutral currents      45 234Ч235
Noether's identities, and conservation laws      68Ч70
Noether's identities, for electrodynamics      63
Noether's theorems      57Ч63
Noether's theorems, generalized      76Ч78
Noether's theorems, inverse      71Ч72
Notophs      88
Ordered media      129Ч132
Path integral in quantum electrodynamics      195Ч200
Path integral in quantum field theory      179Ч180 187Ч188
Path integral, for gauge fields      191Ч194
Path integral, for simple mechanical systems      173Ч176
Path integral, for systems with constraints      176Ч178
Path integral, for the gravitational field      217Ч219 228Ч231
Path integral, for Yang Ч Mills fields      202 206Ч211
Perturbation theory in quantum electrodynamics      198Ч199
Perturbation theory, for a real scalar field      182Ч183
Perturbation theory, for gauge fields      193Ч194
Perturbation theory, for the gravitational field      219
Perturbation theory, for Yang Ч Mills fields      203Ч207
Pfaffian derivatives      105
Pfaffian forms      105
Poincare group      12 86 95
Poincare group for a fiber space      122
Poisson bracket      170Ч172
Principal forms      109
Quantization, of Boss and Fermi fields      188
Quantization, of gauge fields      190
Quantization, of mechanical systems      172Ч173
Quantization, of the electromagnetic field      197
Quantization, of the gravitational field      214 224
Quantization, of Yang Ч Mills fields      202 208Ч209
Quantum electrodynamics      194Ч201
Quarks      35Ч36 48
Reggeism      36Ч37
Regular representation      54
Relativity, principle of      11Ч12
Renormalizability      43Ч44 235
Riemannian space      11 14
Riemannian space, groups of motions of      86
Sakurai's theory      34Ч35
Self-action      100
Sine Ч Gordon equation      138
Solitons      100 137Ч139 146
Spontaneous symmetry breaking      44Ч45 80Ч81 232
Stability, topological      130
strings      37
Strong interactions, gauge theories of      34Ч36
Strong interactions, universality of      39Ч41
Structure equations      110Ч112
SU(3) symmetry      35
Superconductivity      45
Supersymmetry      45
Supplementary conditions      53 70Ч71
Symmetries, algebraic      37Ч38 43
Symmetries, dynamical      37Ч38
Symmetry breaking      8
Symmetry group      1
Tachyons      240
Tangent bundle      98 114
Tensor dominance      41
Test body      16
Tetrads      31
Torsion      101Ч102
Tunneling (between vacua)      137
Unified theories      20 45Ч46 98Ч103 150Ч153 231Ч239
Universality, of strong interactions      39Ч41
Universality, of weak interactions      41Ч43
Utiyama's theory      28Ч33
Vector dominance      39Ч41
Vertical vectors      115
Vortices      130Ч131
Vortices, quantum      243Ч249
Ward identity      200
Weak interactions, universality of      41Ч43
Weinberg angle      45
Weinberg Ч Salam model      43 45 232Ч235
Weyl transformations      41
Wick's theorem      182
Yang Ч Mills equations      23 100
Yang Ч Mills equations with a point source      125Ч127
Yang Ч Mills equations, instanton solutions of      27Ч28
Yang Ч Mills equations, monopole solutions of      26Ч27 133Ч134
Yang Ч Mills equations, spherically symmetric free-field solutions of      23Ч26
Yang Ч Mills field      21Ч22
Yang Ч Mills field, quantum theory of      201Ч213
Zero-charge problem      36
blank
–еклама
blank
blank
HR
@Mail.ru
       © Ёлектронна€ библиотека попечительского совета мехмата ћ√”, 2004-2017
Ёлектронна€ библиотека мехмата ћ√” | Valid HTML 4.01! | Valid CSS! ќ проекте