Book contents
- Frontmatter
- Dedication
- Contents
- Preface
- Notation and Constants
- 1 Particle Physics Landscape
- 2 Preliminary Concepts: Special Relativity and Quantum Mechanics
- 3 Collisions and Decays
- 4 Conservation Rules and Symmetries
- 5 FromWave Functions to Quantum Fields
- 6 A Brief Overview of Quantum Electrodynamics
- 7 From Hadrons to Partons
- 8 Quantum Chromodynamics
- 9 Weak Interaction
- 10 Electroweak Interaction
- 11 Electroweak Symmetry Breaking
- 12 The Standard Model and Beyond
- Appendix A Elements of Group Theory for Particle Physics
- Appendix B Special Unitary Group SU(2)
- Appendix C Special Unitary Group SU(3) and SU(N)
- Appendix D Lorentz and Poincaré Groups
- Appendix E Calculating with the Dirac Delta Distribution
- Appendix F Contour Integration in the Complex Plane
- Appendix G Useful Formulas with γ Matrices
- Appendix H Fermi’s Golden Rule and Time-Dependent Perturbation
- References
- Index
Contents
Published online by Cambridge University Press: 31 August 2023
- Frontmatter
- Dedication
- Contents
- Preface
- Notation and Constants
- 1 Particle Physics Landscape
- 2 Preliminary Concepts: Special Relativity and Quantum Mechanics
- 3 Collisions and Decays
- 4 Conservation Rules and Symmetries
- 5 FromWave Functions to Quantum Fields
- 6 A Brief Overview of Quantum Electrodynamics
- 7 From Hadrons to Partons
- 8 Quantum Chromodynamics
- 9 Weak Interaction
- 10 Electroweak Interaction
- 11 Electroweak Symmetry Breaking
- 12 The Standard Model and Beyond
- Appendix A Elements of Group Theory for Particle Physics
- Appendix B Special Unitary Group SU(2)
- Appendix C Special Unitary Group SU(3) and SU(N)
- Appendix D Lorentz and Poincaré Groups
- Appendix E Calculating with the Dirac Delta Distribution
- Appendix F Contour Integration in the Complex Plane
- Appendix G Useful Formulas with γ Matrices
- Appendix H Fermi’s Golden Rule and Time-Dependent Perturbation
- References
- Index
Summary
- Type
- Chapter
- Information
- Fundamentals of Particle PhysicsUnderstanding the Standard Model, pp. vii - xivPublisher: Cambridge University PressPrint publication year: 2023