HEA|  |03895cam a2200349 i 4500
001|  |022014001032
003|  |OCoLC
005|  |20140620103157.5
008|  |140620s2014    nyua     b    001 0 eng  
010|  |▼a  2013016195
020|  |▼a9781107034730 (hardback)
020|  |▼a1107034736 (hardback)
035|  |▼a(OCoLC)847842648
040|  |▼aDLC▼beng▼erda▼cDLC▼dOCLCO▼dB-
   |  |TCTA▼dOCLCF▼dYDXCP
042|  |▼apcc
050|00|▼aQC174.45▼b.S329 2014
093|  |▼aO413.3▼25
100|1 |▼aSchwartz, Matthew Dean,▼d1976-
245|10|▼aQuantum field theory and the-
   |  | standard model /▼cMatthew D. -
   |  |Schwartz, Harvard University.
264| 1|▼aNew York :▼bCambridge Univer-
   |  |sity Press,▼c2014.
300|  |▼axviii, 850 pages :▼billustra-
   |  |tions ;▼c26 cm.
336|  |▼atext▼2rdacontent.
337|  |▼aunmediated▼2rdamedia.
338|  |▼avolume▼2rdacarrier.
504|  |▼aIncludes bibliographical ref-
   |  |erences (pages 834-841) and index.
505|8 |▼aMachine generated contents n-
   |  |ote: Part I. Field Theory: 1. -
   |  |Microscopic theory of radiatio-
   |  |n; 2. Lorentz invariance and s-
   |  |econd quantization; 3. Classic-
   |  |al Field Theory; 4. Old-fashio-
   |  |ned perturbation theory; 5. Cr-
   |  |oss sections and decay rates; -
   |  |6. The S-matrix and time-order-
   |  |ed products; 7. Feynman rules;-
   |  | Part II. Quantum Electrodynam-
   |  |ics: 8. Spin 1 and gauge invar-
   |  |iance; 9. Scalar QED; 10. Spin-
   |  |ors; 11. Spinor solutions and -
   |  |CPT; 12. Spin and statistics; -
   |  |13. Quantum electrodynamics; 1-
   |  |4. Path integrals; Part III. R-
   |  |enormalization: 15. The Casimi-
   |  |r effect; 16. Vacuum polarizat-
   |  |ion; 17. The anomalous magneti-
   |  |c moment; 18. Mass renormaliza-
   |  |tion; 19. Renormalized perturb-
   |  |ation theory; 20. Infrared div-
   |  |ergences; 21. Renormalizabilit-
   |  |y; 22. Non-renormalizable theo-
   |  |ries; 23. The renormalization -
   |  |group; 24. Implications of Uni-
   |  |tarity; Part IV. The Standard -
   |  |Model: 25. Yang-Mills theory; -
   |  |26. Quantum Yang-Mills theory;-
   |  | 27. Gluon scattering and the -
   |  |spinor-helicity formalism; 28.-
   |  | Spontaneous symmetry breaking-
   |  |; 29. Weak interactions; 30. A-
   |  |nomalies; 31. Precision tests -
   |  |of the standard model; 32. QCD-
   |  | and the parton model; Part V.-
   |  | Advanced Topics: 33. Effectiv-
   |  |e actions and Schwinger proper-
   |  | time; 34. Background fields; -
   |  |35. Heavy-quark physics; 36. J-
   |  |ets and effective field theory-
   |  |; Appendices; References; Index.
520|  |▼a"Providing a comprehensive i-
   |  |ntroduction to quantum field t-
   |  |heory, this textbook covers th-
   |  |e development of particle phys-
   |  |ics from its foundations to th-
   |  |e discovery of the Higgs boson-
   |  |. Its combination of clear phy-
   |  |sical explanations, with direc-
   |  |t connections to experimental -
   |  |data, and mathematical rigor m-
   |  |ake the subject accessible to -
   |  |students with a wide variety o-
   |  |f backgrounds and interests. A-
   |  |ssuming only an undergraduate－－
   |  |level understanding of quantum-
   |  | mechanics, the book steadily -
   |  |develops the Standard Model an-
   |  |d state-of-the art calculation-
   |  | techniques. It includes multi-
   |  |ple derivations of many import-
   |  |ant results, with modern metho-
   |  |ds such as effective field the-
   |  |ory and the renormalization gr-
   |  |oup playing a prominent role. -
   |  |Numerous worked examples and e-
   |  |nd-of-chapter problems enable -
   |  |students to reproduce classic -
   |  |results and to master quantum -
   |  |field theory as it is used tod-
   |  |ay. Based on a course taught b-
   |  |y the author over many years, -
   |  |this book is ideal for an intr-
   |  |oductory to advanced quantum f-
   |  |ield theory sequence or for in-
   |  |dependent study"－－▼cProvided b-
   |  |y publisher.
520|  |▼a"Lorentz invariance and seco-
   |  |nd quantization In the previou-
   |  |s chapter, we saw that by trea-
   |  |ting each mode of electromagne-
   |  |tic radiation in a cavity a si-
   |  |mple harmonic oscillator, we c-
   |  |an derive Einstein\'s relation -
   |  |between the coefficients of in-
   |  |duced and spontaneous emission-
   |  | without resorting to statisti-
   |  |cal mechanics. "－－▼cProvided b-
   |  |y publisher.
650| 0|▼aQuantum field theory▼vTextbooks.
650| 0|▼aParticles (Nuclear physics)▼-
   |  |vTextbooks.
655| 7|▼aTextbooks.▼2fast▼0(OCoLC)fst01423863.
856|42|▼3Cover image▼uhttp://assets.c-
   |  |ambridge.org/97811070/34730/co-
   |  |ver/9781107034730.jpg

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