# Courses Catalogue

### Syllabus of the course: * Advanced Quantum Field Theory *

In this web page we provide the syllabus of the course Advanced Quantum Field Theory, offered by the Department of Physics.

The list of the courses offered during the current accademic year is available here.

The list of all courses offered by the Department of Physics is available here.

Code | Φ-606 |
---|---|

Type | B |

ECTS | 5 |

Hours | 4 |

Semester | Spring |

Instructor | N. Tsamis |

Program | Tuesday, 9:00-11:00, 2nd floor seminar room Thursday, 9:00-11:00, 2nd floor seminar room |

Web page | |

Goal of the course | This is an advanced Master's course. It is the sequel of the Introductory Course on Quantum Field Theory, and its purpose is to familiarize the student with advanced techniques and concepts in Quantum Field Theory and its applications to High Energy Physics. |

Syllabus | Regularization and Renormalization of QED and Scalar field theory. The renormalization group and the Wilsonian approach to Quantum Field Theory. The Callan-Symanzik equations as tools for the studyof correlation functions in QFT. Classical Non-abelian gauge theories. Perturbative quantization of non-abelian gauge theories, the Fadeev-Popov Method, BRST symmetry and the Feynman rules. One loop calculation of the countertemrs and the beta-function of non-abelian gauge theories. Perturbative QCD, deep-inelastic scattering of electrons and neutrinos, Drell-Yann processes. Perturbative and non-perturbative anomalies in QFT. Chiral symmetry breaking. The Standard Model of the fundamental interactions. |

Bibliography | M. Peskin and D. Schroeder, “An Introduction to Quantum Field Theory”, Westview Press, 1995. S. Weinberg, “The Quantum Theory of Fields”, Volume I, Cambridge University Press, 1995. V. Berestetskii, E. Lifshitz and L. Pitaevskii, “Relativistic Quantum Theory”, Pergamon Press, 1970. S. Coleman, “Aspects of Symmetry”, Cambridge University Press, 1988. Zee, “Quantum Field Theory in a Νutshell”, Princeton University Press, 2003. “Methods in Field Theory”, Les Houches Summer School, 1975. Itzykson and B. Zuber, “Quantum Field Theory”, McGraw Hill, 1979. J. Bagger and J. Wess, “Supersymmetry and Supergravity”, Cambridge Univ., 1992 |

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