This is a systemic presentation of quantum field theory from first principles, emphasizing both theoretical concepts and experimental applications.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Part I. Scalar Fields: 1. Classical fields and symmetries 2. Canonical quantization 3. Path integrals, perturbation theory and Feynman rules 4. Scattering and cross sections for scalar fields Part II. Fields with Spin: 5. Spinors, vectors and gauge invariance 6. Spin and canonical quantization 7. Path integrals for fermions and gauge fields 8. Gauge theories at lowest order Part III. Renormalization: 9. Loops, regularization and unitarity 10. Introduction to renormalization 11. Renormalization and unitarity of gauge theories Part IV. The Nature of Perturbative Cross Sections: 12. Perturbative corrections and the infrared problem 13. Analytic structure and infrared finiteness 14. Factorization and evolution in high energy scattering 15. Epilogue: bound states and the limitations of perturbation theory Appendices References Index.
Part I. Scalar Fields: 1. Classical fields and symmetries 2. Canonical quantization 3. Path integrals, perturbation theory and Feynman rules 4. Scattering and cross sections for scalar fields Part II. Fields with Spin: 5. Spinors, vectors and gauge invariance 6. Spin and canonical quantization 7. Path integrals for fermions and gauge fields 8. Gauge theories at lowest order Part III. Renormalization: 9. Loops, regularization and unitarity 10. Introduction to renormalization 11. Renormalization and unitarity of gauge theories Part IV. The Nature of Perturbative Cross Sections: 12. Perturbative corrections and the infrared problem 13. Analytic structure and infrared finiteness 14. Factorization and evolution in high energy scattering 15. Epilogue: bound states and the limitations of perturbation theory Appendices References Index.
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