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Quantum Field Theory

Quantum Field TheoryMark SrednickiUniversity of California, Santa 2006 by M. SrednickiAll rights DO NOT DISTRIBUTE this , link my parentsCasimir and Helen Srednickiwith gratitudeContentsPreface for Students8 Preface for Instructors12 Acknowledgments16I Spin Zero181 Attempts at relativistic Quantum mechanics192 Lorentz Invariance (prerequisite: 1)303 Canonical Quantization of Scalar Fields (2)364 The Spin-Statistics Theorem (3)455 The LSZ Reduction Formula (3)496 Path Integrals in Quantum Mechanics577 The Path Integral for the Harmonic Oscillator (6)638 The Path Integral for Free Field Theory (3, 7)679 The Path Integral for Interacting Field Theory (8)7110 Scattering Amplitudes and the Feynman Rules (5, 9)8711 Cross Sections and Decay Rates (10)9312 Dimensional Analysis with h=c= 1(3)10413 The Lehmann-K all en Form of the Exact Propagator (9) 10614 Loop Corrections to the Propagator (10, 12, 13)10915 The One-Loop Correction in Lehmann-K all en Form (14) 12016 Loop Corrections to the Vertex (14)12417 Other 1PI Vertices (16)12718 Higher-Order Corrections and Renormalizability (17)129419 Perturbation Theory to All Orders (18)

E= (p2c2 +m2c4)1/2 E = −A˙ /c−∇ϕ This list is not, of course, complete; but if you are familiar with these equations, you probably know enough about quantum mechanics, classical mechanics, special relativity, and electromagnetism to tackle the material in this book. Quantum field theory has a reputation as a subject that is hard to learn.

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