Reviewing basic principles and exploring advanced topics and recent techniques, this modern treatment of quantum field theory is an ideal text for graduate students and an excellent reference for researchers. Key features include worked examples, applications, and end-of-chapter problems, with a solutions manual for instructors available online.
Reviewing basic principles and exploring advanced topics and recent techniques, this modern treatment of quantum field theory is an ideal text for graduate students and an excellent reference for researchers. Key features include worked examples, applications, and end-of-chapter problems, with a solutions manual for instructors available online.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
François Gelis is a researcher at the Institut de Physique Théorique at Commissariat à l'Energie Atomique (CEA), Saclay and teaches quantum field theory at École Polytechnique. His extensive research has been recognised by awards including the Paul Langevin prize from the French Physical Society in 2015.
Inhaltsangabe
Preface 1. Basics of quantum field theory 2. Peturbation theory 3. Quantum electrodynamics 4. Spontaneous symmetry breaking 5. Functional quantization 6. Path integrals for fermions and photons 7. Non-Abelian gauge symmetry 8. Quantization of Yang-Mills theory 9. Renormalization of gauge theories 10. Renormalization group 11. Effective field theories 12. Quantum anomalies 13. Localized field configurations 14. Modern tools for tree amplitudes 15. Wordline formalism 16. Lattice field theory 17. Quantum field theory at finite temperature 18. Strong fields and semi-classical methods 19. From trees to loops Further reading Index.
Preface 1. Basics of quantum field theory 2. Peturbation theory 3. Quantum electrodynamics 4. Spontaneous symmetry breaking 5. Functional quantization 6. Path integrals for fermions and photons 7. Non-Abelian gauge symmetry 8. Quantization of Yang-Mills theory 9. Renormalization of gauge theories 10. Renormalization group 11. Effective field theories 12. Quantum anomalies 13. Localized field configurations 14. Modern tools for tree amplitudes 15. Wordline formalism 16. Lattice field theory 17. Quantum field theory at finite temperature 18. Strong fields and semi-classical methods 19. From trees to loops Further reading Index.
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