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Lecture Topic : (Math Physics) QUANTUM GAUGE THEORY (PhD, Pokorski)

Prerequisites : Quantum Theory (M2); Gauge Theory (M2); Quantum Field Theory (M2); Quantum Chromodynamics (M2); Quantum Electrodynamics (M2); Electroweak Theory (M2);

Recommended Text(s) :

“Gauge Field Theories”, 2nd Edn., Stefan Pokorski, Cambridge University Press, 2000.

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Lectures and Links :


Lecture 0  (link)

Ch.1   Introduction


Lecture 1  (link)

Ch.1   Classical Fields, Symmetries, and Their Breaking


Lecture 2  (link)

Ch.2   Path Integral Formulation of Quantum Field Theory


Lecture 3  (link)

Ch.3   Feynman Rules for Yang-Mills Theories


Lecture 4  (link)

Ch.4  Introduction to the Theory of Renormalization


Lecture 5   (link)

Ch.5  Quantum Electrodynamics


Lecture 6   (link)

Ch.6  Renormalization Group


Lecture 7   (link)

Ch.7  Scale Invariance and Operator Product Expansion


Lecture 8   (link)

Ch.8  Quantum Chromodynamics


Lecture 9   (link)

Ch.9  Chiral Symmetry : Spontaneous Symmetry Breaking


Lecture 10   (link)

Ch.10  Spontaneous and Explicit Global Symmetry Breaking


Lecture 11   (link)

Ch.11  Higgs Mechanism in Gauge Theories


Lecture 12   (link)

Ch.12  Standard Electroweak Theory


Lecture 13   (link)

Ch.13  Chiral Anomalies


Lecture 14   (link)

Ch.14  Effective Lagrangians


Lecture 15   (link)

Ch.15  Introduction to Supersymmetry


Lecture 16   (link)

Appendix A : Spinors and Their Properties


Lecture 17   (link)

Appendix B : Feynman Rules for QED and QCD and Feynman Integrals


Lecture 18   (link)

Appendix C : Feynman Rules for the Standard Model


Lecture 19   (link)

Appendix D : OneLoopFeynman Integrals


Lecture 20   (link)

Appendix E : Elements of Group Theory


Links to Other Lecturers on this Topic :

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