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Bogoliubov N.N., Shirkov D.V. — Introduction to the Theory of Quantized Fields
Bogoliubov N.N., Shirkov D.V. — Introduction to the Theory of Quantized Fields



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Название: Introduction to the Theory of Quantized Fields

Авторы: Bogoliubov N.N., Shirkov D.V.

Аннотация:

In this edition we have rewritten the chapters that discuss the methods of continuous integration and the renormalization group, which are two topics in theory that have become extremely important in recent years. We have also reworked and supplemented the sections on the complete Green functions.

This work was done in an atmosphere of friendly advice and fruitful discussions with our colleagues from the Steklov Mathematical Institute of the USSR Academy of Sciences and of the Laboratory of Theoretical Physics of the Joint Institute of Nuclear Studies, to whom we are extremely grateful.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Third edition

Год издания: 1980

Количество страниц: 620

Добавлена в каталог: 18.04.2010

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Scattering matrix, matrix elements of      230
Scattering matrix, matrix elements of, Feynman rules for evaluation of      232
Scattering matrix, reduction of      220
Scattering matrix, removal of divergences from      288
Scattering matrix, renormalization of      2
Scattering matrix, unitary nature of      190
Scattering processes, probabilities of      244
Schroedinger equations      405—450
Schroedinger equations, representation of      86 91
Schwartz, L.      166
Schweber, S.      185 608
Schwinger, J.      95 189 383 400 403 422 423 433 438 448n 558 608
Schwinger’s equations      2 391 393 398 400 403 404 444
Serebryakov, V. V.      593
Shirkov, D. V.      324 486 489 494 532 593
Singular functions, improper nature of      165
Singular functions, multiplication of      173
Singular functions, some properties of      180
Slavnov, A. A.      466 458
Sobolev, S. L.      166
Sovol’yev, L. D.      594 595
Spinor electrodynamics      345 361 488 494 495 511
Spinor electrodynamics, gauge transformations in      466
Spinor field      51 63 99 123
Spinor field, charge conjugation of      127
Spinor field, transformation properties of      57
Spinor field, with zero mass      73
Squires, E.      595
State amplitude      85 87 244
State amplitude, Schroedinger equation for      405
Stepanov, B. M.      289 345 421n 594
Streater, R.      102 137
Strong interactions, development of theory of      535
Strong interactions, development of theory of, dynamics of      536
Strong-interaction models      521
Stueckelberg, E. C. J.      1 141 189 190 320 413 486
Subtraction procedure, graphical representation of      291
Sudarshan, E.      595
Sugawara, M.      594
Sukhanov, A. D.      213 412 413 595
Svidzinskii, A. V.      478n
Symanzik, K.      508 593
System of fields, dynamic invariance of      81
Takhtadzhan, L. A.      187
Tavkhelidze, A. N.      594 595
Tavluev, G. A.      213
Taylor, J. G.      439 586 594
Thirring model      494
Thirring, W.      197 535
Todorov, I. T.      102 137 586 594
Tomonaga — Schwinger equation      2 407 411 413 415
Tomonaga, S.      189
Transformations, Dyson      486 487 489
Transformations, gauge      15 46 77 78
Transformations, group      489
Transformations, Lorentz      415 419 425
Transformations, phase      77 78
Transformations, Poincar$\acute{e}$      417
Transformations, renormalization      486
Transition probabilities, calculation of      246
Transverse gauge, transition to      474
Treiman, S.      595
Two-charge groups      489
Ultraviolet region, asymptotic analysis in      503 511 519 521
Unitarity, conditions of      197
Uretski, J. L.      324
Vacuum polarization      428 432 445 478 511
van der Waerden, B. L.      53
Vector field      35 107
Vector field, complex      111
Vector field, spin of      40
Vertex diagram, third-order      279
Vertex functions      380 388 389
Villars, F.      153
Vladimirov, V. S.      291 413 567 570 586 594
Ward — Takahashi identities      472 474
Ward — Takahashi relation      354
Ward, J. C.      285
Ward’s identity      285 341 347 466 488 496 516
Ward’s identity, generalized      2 472
Wave field operators      427
Wave fields, quantization of      85
Wave fields, quantization postulate for      89
Wentzel, G.      36 48
Wesley, J.C.      438
Weyl, H.      74
Wick, G      102 415
Wick’s theorem      444 546
Wick’s theorem, generalized      391
Wightman, A. S.      102 137
Wigner, E.      134
Wilson, K.      532
Wright, J.      438
Yang — Mills fields      79 80 116 466 511 530
Yefremov, A. V.      489
Yukawa interaction      530
Yukawa model, pseudoscalar      377
Zav’yalov, O. I.      304 309
Zhelobenko, D. P.      79
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