A course in field theory

A course in field theory

by Baal, P. van, (Pierre)

Type Book
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"" ... A pleasant novelty that manages the impossible: a full course in field theory from a derivation of the Dirac equation to the standard electroweak theory in less than 200 pages. Moreover, the final chapter consists of a careful selection of assorted problems, which are original and either anticipate or detail some of the topics discussed in the bulk of the chapters. Instead of building a treatise out of a collection of lecture notes, the author took the complementary approach and construc…

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Title Statements

  • Full title :A course in field theory / Pierre van Baal.

Summary

"" ... A pleasant novelty that manages the impossible: a full course in field theory from a derivation of the Dirac equation to the standard electroweak theory in less than 200 pages. Moreover, the final chapter consists of a careful selection of assorted problems, which are original and either anticipate or detail some of the topics discussed in the bulk of the chapters. Instead of building a treatise out of a collection of lecture notes, the author took the complementary approach and constructed a course out of a number of well-known and classic treatises. The result is fresh and useful. ... the

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Edition Statements

  • Publication Date:2014

Publication Statements

Notes

"A CRC title."

The Physical Object

  • Description:1 electronic resource (x, 224 pages )

Edition Identifiers

  • ISBN:9781466594609, 1466594608
  • oclc:on1334659042
  • LC Classification:QC793.2
  • Dewey Decimal:530.14

Table of Contents

Front Cover; Contents; Introduction; Chapter 1: Motivation; Chapter 2: Quantisation of Fields; Chapter 3: Euler-Lagrange Equations; Chapter 4: Tree-Level Diagrams; Chapter 5: Hamiltonian Perturbation Theory; Chapter 6: Path Integrals in Quantum Mechanics; Chapter 7: Path Integrals in Field Theory; Chapter 8: Perturbative Expansion in Field Theory; Chapter 9: The Scattering Matrix; Chapter 10: Cross Sections; Chapter 11: Decay Rates; Chapter 12: The Dirac Equation; Chapter 13: Plane Wave Solutions of the Dirac Equation; Chapter 14: The Dirac Hamiltonian; Chapter 15: Path Integrals for Fermions

Chapter 16: Feynman Rules for Vector FieldsChapter 17: Quantum Electrodynamics-QED; Chapter 18: Non-Abelian Gauge Theories; Chapter 19: The Higgs Mechanism; Chapter 20: Gauge Fixing and Ghosts; Chapter 21: The Standard Model; Chapter 22: Loop Corrections and Renormalisation; Chapter 23: Problems; Back Cover

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